<?xml version="1.0" encoding="UTF-8"?>
<rss  xmlns:atom="http://www.w3.org/2005/Atom" 
      xmlns:media="http://search.yahoo.com/mrss/" 
      xmlns:content="http://purl.org/rss/1.0/modules/content/" 
      xmlns:dc="http://purl.org/dc/elements/1.1/" 
      version="2.0">
<channel>
<title>NHS-R Community Quarto website</title>
<link>https://nhsrcommunity.com/blog/</link>
<atom:link href="https://nhsrcommunity.com/blog/index.xml" rel="self" type="application/rss+xml"/>
<description>Blogs are submitted from NHS-R Community members.&lt;br&gt;
</description>
<generator>quarto-1.9.37</generator>
<lastBuildDate>Mon, 16 Mar 2026 00:00:00 GMT</lastBuildDate>
<item>
  <title>Why Open Data Matters</title>
  <dc:creator>Mattia Ficarelli</dc:creator>
  <link>https://nhsrcommunity.com/blog/why-open-data-matters.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p><img src="https://nhsrcommunity.com/blog/img/Why Open Data Matters Blog Image.png" class="img-fluid" alt="Ten Guiding Principles for Publishing High-Quality Open Health Data"></p>
<p>I have been fortunate to build my career as a data professional in a country where data is increasingly shared rather than locked away. In the UK, the NHS, government departments, and the wider public sector have made significant progress in publishing datasets as open data.</p>
<p>For data professionals, researchers, clinicians, journalists, and citizens, this openness is transformative. It allows anyone to explore how public services operate, enables independent scrutiny that strengthens trust in public institutions, and ensures that insights about public systems are not limited to those working within them.</p>
<p>Large public institutions rarely have the time or analytical capacity to explore every question hidden within their own data. When datasets are open, thousands of analysts across sectors can collectively examine problems, generate insights, and identify opportunities for improvement that might otherwise remain unseen.</p>
<p>Healthcare is a particularly powerful example. Health systems generate vast amounts of operational, clinical, and financial data every day. When this information is appropriately anonymised and responsibly published, it becomes a foundation for population health analytics, policy evaluation, and service improvement at a scale that was previously impossible.</p>
<p>As the open data ecosystem continues to grow, an important question emerges: <em>what does good open data actually look like?</em></p>
<section id="what-is-open-data" class="level3">
<h3 class="anchored" data-anchor-id="what-is-open-data">What Is Open Data?</h3>
<p>Open data is simply data that anyone can access, use, and share, provided appropriate safeguards around privacy and confidentiality are in place.</p>
<p>In the UK, open data is published across government, the NHS, and the wider public sector. One of the main entry points is data.gov.uk, the UK government’s central open data portal. It hosts nearly 25,000 datasets from central government departments, local authorities, and other public sector bodies, providing a single place where analysts, researchers, journalists, and developers can discover and access public data.</p>
<p>Healthcare is a major contributor to this ecosystem. The NHS publishes a substantial volume of statistical outputs and datasets each year through its official statistics programme. More than 250 statistical publications are produced annually, most of which include underlying datasets that allow analysts to explore patterns in healthcare activity, prescribing, service performance, and population health outcomes.</p>
<p>Licensing plays a critical role in making open data usable. Most UK public sector datasets are released under the Open Government Licence (OGL), which allows anyone to copy, analyse, adapt, and reuse public sector information - including for commercial purposes - provided the source is acknowledged. Some datasets are also released under Creative Commons licences such as CC‑BY, which operate on similar principles of open reuse with attribution.</p>
</section>
<section id="principles-for-publishing-open-data" class="level3">
<h3 class="anchored" data-anchor-id="principles-for-publishing-open-data">Principles for Publishing Open Data</h3>
<p>If open data is to reach its full potential, it must be published thoughtfully. Releasing a dataset alone is not enough; it must also be accessible, understandable, and usable. The following principles help define what good open health data looks like.</p>
<section id="publish-data-by-default" class="level4">
<h4 class="anchored" data-anchor-id="publish-data-by-default">1. Publish Data by Default</h4>
<p>Open publication should be the default unless there is a clear reason not to publish. Privacy, confidentiality, and national security considerations will always apply, but routine administrative datasets should be released whenever possible.</p>
<p>Because open data is publicly accessible, it must never contain information that could identify individuals. Published statistics must be carefully anonymised or aggregated, following strict disclosure control policies such as the suppression of small numbers.</p>
<p>The goal is always to maximise transparency while protecting individual confidentiality.</p>
</section>
<section id="use-open-licences" class="level4">
<h4 class="anchored" data-anchor-id="use-open-licences">2. Use Open Licences</h4>
<p>Datasets should be released under licences that clearly permit reuse.</p>
<p>Licences such as the Open Government Licence (OGL) and Creative Commons CC‑BY provide well‑established frameworks that allow anyone to analyse, reuse, and build upon public data, provided the source is acknowledged.</p>
<p>Without clear licensing, datasets may technically be accessible but remain practically unusable.</p>
</section>
<section id="publish-data-in-machinereadable-formats" class="level4">
<h4 class="anchored" data-anchor-id="publish-data-in-machinereadable-formats">3. Publish Data in Machine‑Readable Formats</h4>
<p>Data should be released in formats suitable for analysis.</p>
<p>While PDFs or formatted spreadsheets are useful for presenting statistics to readers, they make secondary analysis difficult. Datasets should therefore be published in machine‑readable formats such as CSV, Parquet, or other structured formats.</p>
<p>Where publications include tables, charts, or visualisations, the underlying data should also be released as downloadable files. This facilitates scalable and reproducible analysis.</p>
</section>
<section id="keep-data-clean-structured-and-consistent" class="level4">
<h4 class="anchored" data-anchor-id="keep-data-clean-structured-and-consistent">4. Keep Data Clean, Structured, and Consistent</h4>
<p>Open datasets should prioritise clarity and consistency. Files should be structured in ways that support programmatic analysis and reproducible workflows.</p>
<p>This means avoiding formatting that interferes with analysis, such as merged cells, embedded macros, logos, or explanatory text within the dataset itself. Open datasets should contain data only, not presentation elements.</p>
<p>Well‑structured datasets typically follow a few simple principles:</p>
<ul>
<li>One row per observation<br>
</li>
<li>One column per variable<br>
</li>
<li>No merged cells or embedded formatting<br>
</li>
<li>Clear, plain‑English column names<br>
</li>
<li>Consistent data types within each column</li>
</ul>
<p>Maintaining a stable data schema over time is equally important. Column names, structures, and data types should remain consistent across releases wherever possible. Frequent structural changes can break automated analytical pipelines and complicate longitudinal analysis. Simple and consistent column naming conventions - such as UPPERCASE_WITH_UNDERSCORES - also help avoid issues and improve usability.</p>
</section>
<section id="provide-clear-metadata-and-documentation" class="level4">
<h4 class="anchored" data-anchor-id="provide-clear-metadata-and-documentation">5. Provide Clear Metadata and Documentation</h4>
<p>Metadata is just as important as the dataset itself.</p>
<p>Good documentation should explain: - What each variable represents<br>
- How the data was collected<br>
- How frequently it is updated<br>
- Known data quality issues or limitations</p>
<p>A well‑maintained data dictionary that defines each field is often one of the most valuable resources for analysts. Without clear documentation, analysts are forced to reverse‑engineer datasets, increasing effort and the risk of misinterpretation.</p>
</section>
<section id="use-consistent-identifiers" class="level4">
<h4 class="anchored" data-anchor-id="use-consistent-identifiers">6. Use Consistent Identifiers</h4>
<p>Stable identifiers are essential for linking datasets together.</p>
<p>Within the NHS, Organisation Data Service (ODS) codes are used to identify organisations across care settings. For geographical data, Office for National Statistics (ONS) geographic codes provide consistent identifiers for administrative areas such as local authorities, regions, and statistical geographies.</p>
<p>Where health datasets relate to geographical areas - such as Integrated Care Boards (ICBs) - including both the ODS organisation identifier and the relevant ONS geographic code significantly improves interoperability. Datasets should prioritise unique identifiers rather than relying solely on organisation or geography names.</p>
</section>
<section id="publish-data-at-the-lowest-practical-granularity" class="level4">
<h4 class="anchored" data-anchor-id="publish-data-at-the-lowest-practical-granularity">7. Publish Data at the Lowest Practical Granularity</h4>
<p>Whenever possible, datasets should be published at the lowest level of detail that remains safe and appropriately anonymised.</p>
<p>Granular data enables richer analysis and allows insights to be generated at local and regional levels. Publishing data at the level of individual providers or organisations, where appropriate, allows analysts to aggregate data into different geographical or administrative groupings as needed.</p>
<p>This flexibility is particularly important in healthcare because different parts of the system operate across overlapping geographic boundaries. Integrated Care Boards, local authorities, NHS providers, and census geographies often do not align perfectly.</p>
<p>Publishing data at smaller units makes it easier to reconcile these differences and combine datasets across sectors.</p>
<p>Granular data is also more resilient to organisational changes. NHS administrative structures evolve regularly, and publishing data at the lowest practical level allows analysts to reconstruct historical trends and maintain consistent longitudinal analysis.</p>
</section>
<section id="publish-data-regularly-and-predictably" class="level4">
<h4 class="anchored" data-anchor-id="publish-data-regularly-and-predictably">8. Publish Data Regularly and Predictably</h4>
<p>Open data becomes far more valuable when it is released on a consistent schedule.</p>
<p>Many NHS datasets follow monthly or quarterly publication cycles. Regular releases allow analysts to monitor trends, track service performance, and build analytical pipelines that depend on a steady flow of new data. Irregular publication significantly reduces the usefulness of open datasets. Delays, inconsistent intervals, or unexplained gaps make it harder to analyse trends or produce timely insights. Whenever possible, datasets should therefore be released according to a clearly defined schedule with transparent release calendars.</p>
</section>
<section id="preserve-historical-data" class="level4">
<h4 class="anchored" data-anchor-id="preserve-historical-data">9. Preserve Historical Data</h4>
<p>Open datasets should preserve historical records rather than replacing or overwriting previous releases.</p>
<p>Longitudinal data is essential for understanding how systems evolve over time. It enables analysts to examine long‑term trends in healthcare activity, prescribing behaviour, and population health outcomes.</p>
<p>Historical data also supports reproducibility. Analysts should be able to access the same data that was available when earlier analyses were conducted. Maintaining accessible historical releases makes it possible to replicate findings and verify past work.</p>
</section>
<section id="make-data-discoverable-and-usable" class="level4">
<h4 class="anchored" data-anchor-id="make-data-discoverable-and-usable">10. Make Data Discoverable and Usable</h4>
<p>Publishing data only creates value if people can find and use it.</p>
<p>Datasets should be indexed in public catalogues and published through accessible data portals. Platforms such as data.gov.uk play an important role by providing a central location where datasets from across government can be searched and accessed.</p>
<p>However, discoverability alone is not enough. Data should also be easy to integrate into analytical workflows.</p>
<p>Where possible, datasets should support programmatic access, such as through APIs or structured downloads that can be accessed automatically. This enables analysts to incorporate datasets into reproducible pipelines, dashboards, and research workflows.</p>
<p>Even when APIs are unavailable, clear file structures, predictable URLs, and stable naming conventions allow analysts to retrieve new releases automatically.</p>
</section>
</section>
<section id="case-study-openprescribing-and-nhs-prescribing-data" class="level3">
<h3 class="anchored" data-anchor-id="case-study-openprescribing-and-nhs-prescribing-data">Case Study: OpenPrescribing and NHS Prescribing Data</h3>
<p>One of the clearest demonstrations of the impact of open health data is OpenPrescribing, developed by the Bennett Institute for Applied Data Science at the University of Oxford.</p>
<p>The platform is built entirely on openly published NHS prescribing datasets. Each month, the NHS releases detailed anonymised data on medicines prescribed by general practitioners across England through the English Prescribing Dataset. More recently, transparency has expanded further with the publication of the Secondary Care Medicines Dataset, which provides similar insights into hospital prescribing.</p>
<p>These datasets are extremely large. Each monthly release contains tens of millions of rows describing which medicines were prescribed, where they were prescribed, and the associated costs to the NHS.</p>
<p>OpenPrescribing transforms this raw data into a searchable, interactive platform that allows clinicians, commissioners, researchers, and analysts to explore prescribing patterns across practices, regions, and time.</p>
<p>The platform integrates prescribing data with reference datasets such as the NHS Dictionary of Medicines and Devices, enabling medicines to be grouped and analysed in clinically meaningful ways. Users can examine prescribing variation, identify opportunities to improve prescribing practices, and understand how prescribing behaviour differs across the health system.</p>
<p>Importantly, OpenPrescribing is more than a visualisation tool. It provides actionable insights that clinicians and healthcare organisations can use to improve prescribing decisions. Research from the OpenPrescribing team has demonstrated significant variation in prescribing behaviour across the NHS, often highlighting opportunities for safer or more cost‑effective prescribing.</p>
<p>The impact has been substantial. Analyses based on these open datasets have identified prescribing practices that cost the NHS millions of pounds unnecessarily each year. By highlighting these patterns and providing tools to address them, OpenPrescribing has supported changes in prescribing behaviour that have led to significant savings while maintaining high standards of patient care.</p>
<p>This is a powerful example of what happens when open data is combined with thoughtful analytics and accessible tools. The NHS publishes the data, researchers build platforms that make it interpretable, and clinicians use those insights to improve practice.</p>
<p>None of this would have been possible without the NHS publishing the underlying prescribing data in the first place. OpenPrescribing demonstrates how open health data can move beyond transparency and become a catalyst for real‑world change in clinical practice and health system efficiency.</p>
</section>
<section id="closing-thoughts" class="level3">
<h3 class="anchored" data-anchor-id="closing-thoughts">Closing Thoughts</h3>
<p>Open data is not just a technical exercise; it represents a cultural commitment to transparency, collaboration, and shared learning.</p>
<p>When data is published openly, researchers, clinicians, journalists, and analysts can ask new questions of the health system. Analyses can be reproduced, methods scrutinised, and insights generated beyond the institutions that originally collected the data.</p>
<p>For health analytics, reproducibility is essential. Policies, interventions, and resource allocation decisions often rely on quantitative analysis. When the underlying data is open, analyses can be independently verified, improved, and extended. This leads to stronger evidence, faster innovation, and greater accountability across the health system.</p>
<p>Ultimately, open data is a public good. It deepens our understanding of how health systems function and provides the foundation for better, evidence‑based decision‑making.</p>
<p>Finally, a heartfelt thank you to the thousands of analysts, statisticians, and data professionals across the NHS and wider public sector who prepare, quality‑assure, and publish these datasets. Their work often happens quietly behind the scenes, but its impact is profound. By making data accessible to the wider world, they enable research, accountability, and innovation that ultimately improves health systems for everyone.</p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Open Health Data</category>
  <category>Reproducible Analytics</category>
  <category>Population Health</category>
  <category>Data Standards</category>
  <guid>https://nhsrcommunity.com/blog/why-open-data-matters.html</guid>
  <pubDate>Mon, 16 Mar 2026 00:00:00 GMT</pubDate>
</item>
<item>
  <title>Lightweight Contextual Entity Extraction for Radiology Notes using R</title>
  <dc:creator>Bashir Abubakar</dc:creator>
  <link>https://nhsrcommunity.com/blog/radiology_nlp.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><p>Working as a Mental Health Data Analyst within Yorkshire Ambulance Service NHS Trust, I often face the same barrier many NHS analysts do: the majority of clinical information sits locked away in free-text narratives. Whether it’s ambulance ePR notes, discharge summaries, or radiology reports, the language clinicians use is rich in meaning but extremely time-consuming to analyse manually.</p>
<p>I became particularly aware of this challenge and much of the information analysts were searching for such as whether pneumonia was present, or whether pleural effusion was ruled out was buried in radiology reports. The only option was to read each report individually, which was neither scalable nor reproducible.</p>
<p>Because of NHS information-governance restrictions, we can’t simply upload these data to an online API or large language model. All analytical work must remain on secure, often CPU-only infrastructure, behind the NHS firewall. That reality motivated me to design a lightweight, reproducible natural language processing (NLP) method in R something that analysts could run locally without GPUs or commercial AI services, yet still achieve clinically meaningful entity extraction.</p>
<p>The resulting workflow, prototyped using the MIMIC-IV radiology dataset, became a proof-of-concept for an approach that could, with further adaptation, be applied to NHS radiology narratives or other unstructured text sources such as ambulance ePCR notes.</p>
<section id="motivation-bridging-the-gap-between-manual-audits-and-ai" class="level2"><h2 class="anchored" data-anchor-id="motivation-bridging-the-gap-between-manual-audits-and-ai">Motivation: bridging the gap between manual audits and AI</h2>
<p>In the NHS we often talk about AI, but most analysts still rely on spreadsheets and manual review. I wanted to build something that sits between those two worlds automated enough to scale, transparent enough to be trusted, and light enough to run on an NHS desktop.</p>
<p>The use case is clear: radiology reports describe a patient’s imaging findings in natural language. For many analytical tasks such as population-level analytics, safety monitoring, or predictive modelling we only need to know which findings were mentioned and whether they were present or absent.</p>
<p>Yet standard keyword searches can’t tell us that. For example, a report stating</p>
<p>“The lungs are clear without focal consolidation, pleural effusion or pneumothorax.”</p>
<p>contains the words consolidation, effusion, and pneumothorax, but all three are absent. A purely lexical match would incorrectly record them as present. Context understanding is therefore essential for accuracy.</p>
<p>That problem distinguishing what was said from what was meant became the centrepiece of my work and as can be seen in Figure&nbsp;1 below which highlights the architectural design of my pipeline.</p>
<div id="fig-pipeline" class="quarto-float quarto-figure quarto-figure-center anchored" alt="Flow chart showing the NLP flow for radiology reports. The flow is radiology reports -> entity detection -> context interpretation -> structured output.">
<figure class="quarto-float quarto-float-fig figure"><div aria-describedby="fig-pipeline-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca">
<img src="https://nhsrcommunity.com/blog/img/abubakar_1.png" class="img-fluid figure-img" alt="Flow chart showing the NLP flow for radiology reports. The flow is radiology reports -> entity detection -> context interpretation -> structured output.">
</div>
<figcaption class="quarto-float-caption-bottom quarto-float-caption quarto-float-fig" id="fig-pipeline-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca">
Figure&nbsp;1: NLP entity extraction pipeline
</figcaption></figure>
</div>
</section><section id="designing-a-contextual-extractor" class="level2"><h2 class="anchored" data-anchor-id="designing-a-contextual-extractor">Designing a contextual extractor</h2>
<p>The extractor works in two stages:</p>
<ol type="1">
<li>Entity detection using simple but highly tuned dictionaries of anatomical and observation terms.</li>
<li>Context interpretation that determines whether each observation is present, absent, or uncertain based on nearby cue phrases.</li>
</ol>
<section id="entity-detection" class="level3"><h3 class="anchored" data-anchor-id="entity-detection">1) Entity detection</h3>
<p>I began by building two curated dictionaries:</p>
<ul>
<li>Anatomy terms – e.g., lung, pleura, mediastinum, heart, diaphragm, apex.</li>
<li>Observation terms – e.g., opacity, consolidation, pleural effusion, pneumothorax, fracture, nodule, cardiomegaly.</li>
</ul>
<p>These lists are easily extended or localised for NHS reporting styles. Each term is converted into a case-insensitive regular expression. The extractor then scans every sentence for matches and records start and end character offsets so that downstream systems can link the structured output back to the original text.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">anatomy_terms</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"lungs"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"pleura"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"heart"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"mediastinum"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"diaphragm"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">observation_terms</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"consolidation"</span>,</span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"pleural effusion"</span>,</span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"pneumothorax"</span>,</span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"opacity"</span></span>
<span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
</section><section id="context-interpretation" class="level3"><h3 class="anchored" data-anchor-id="context-interpretation">2) Context interpretation</h3>
<p>Next, I implemented a lightweight contextual layer inspired by the ConText algorithm used in clinical NLP research. Rather than classifying with machine learning, it uses a set of linguistic rules negation, uncertainty, and termination triggers that define the scope of meaning within a sentence.</p>
<p>For example:</p>
<ul>
<li>Pre-negation triggers: “no”, “without”, “free of”, “absent”, “negative for”</li>
<li>Post-negation triggers: “ruled out”, “excluded”</li>
<li>Uncertainty triggers: “possible”, “likely”, “cannot exclude”, “suspicious for”</li>
<li>Scope terminators: “but”, “however”, “although”</li>
</ul>
<p>These rules are applied through regular-expression spans. Each observation term within the influence of a negation trigger is marked as absent; those under uncertainty cues are uncertain; all others default to present.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">context_triggers</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/list.html">list</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>  pre_neg <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"no"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"without"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"free of"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"absent"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"negative for"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"not seen"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"lack of"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>  post_neg <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"ruled out"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"excluded"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>  pre_uncert <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"possible"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"possibly"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"likely"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"cannot exclude"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"suspicious for"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"consistent with"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"in keeping with"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"questionable"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"equivocal"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>  post_uncert <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"may represent"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"may reflect"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"could represent"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"could reflect"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"suggesting"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"suggests"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"suggestive of"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"compatible with"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>  terminate <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"but"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"however"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"yet"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"although"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"except"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"though"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>  pseudo_neg <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"no change"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"no interval change"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"no significant change"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"no appreciable change"</span>,</span>
<span>    <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"no substantial change"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">assign_context_certainty_sentence</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;">function</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">sent_text</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">ents_sentence_df</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">{</span></span>
<span>  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># detect negation/uncertainty cues and adjust certainty labels</span></span>
<span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">}</span></span></code></pre></div></div>
</div>
</section></section><section id="extracting-the-right-sections" class="level2"><h2 class="anchored" data-anchor-id="extracting-the-right-sections">Extracting the right sections</h2>
<p>To minimise false positives, the extractor first isolates only the FINDINGS and IMPRESSION sections of each report, ignoring the INDICATION text that typically contains referral questions (“rule out pneumonia”).</p>
<p>By focusing on the interpretive segments, the algorithm analyses the clinician’s diagnostic statements rather than their initial hypotheses.</p>
</section><section id="testing-on-the-mimic-iv-dataset" class="level2"><h2 class="anchored" data-anchor-id="testing-on-the-mimic-iv-dataset">Testing on the MIMIC-IV dataset</h2>
<p>To validate performance, I randomly sampled 100 radiology reports from the MIMIC-IV corpus, which contains de-identified hospital data approved for research use.</p>
<p>Each file was read, processed, and converted into a structured tibble showing entity text, entity type, certainty, and character positions.</p>
<p>As seen in Table&nbsp;1 below the radiology report processed through the extractor produces a structured table where every detected entity is recorded as a separate row.</p>
<div class="cell">
<div id="tbl-descriptions" class="cell quarto-float quarto-figure quarto-figure-center anchored">
<figure class="quarto-float quarto-float-tbl figure"><figcaption class="quarto-float-caption-top quarto-float-caption quarto-float-tbl" id="tbl-descriptions-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca">
Table&nbsp;1: Structured output schema for contextual entity extraction from radiology reports
</figcaption><div aria-describedby="tbl-descriptions-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca">
<div class="cell-output-display">
<div id="wjflocgnrz" style="padding-left:0px;padding-right:0px;padding-top:10px;padding-bottom:10px;overflow-x:auto;overflow-y:auto;width:auto;height:auto;">
<style>#wjflocgnrz table {
  font-family: system-ui, 'Segoe UI', Roboto, Helvetica, Arial, sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji', 'Segoe UI Symbol', 'Noto Color Emoji';
  -webkit-font-smoothing: antialiased;
  -moz-osx-font-smoothing: grayscale;
}

#wjflocgnrz thead, #wjflocgnrz tbody, #wjflocgnrz tfoot, #wjflocgnrz tr, #wjflocgnrz td, #wjflocgnrz th {
  border-style: none;
}

#wjflocgnrz p {
  margin: 0;
  padding: 0;
}

#wjflocgnrz .gt_table {
  display: table;
  border-collapse: collapse;
  line-height: normal;
  margin-left: auto;
  margin-right: auto;
  color: #333333;
  font-size: 16px;
  font-weight: normal;
  font-style: normal;
  background-color: #FFFFFF;
  width: auto;
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #A8A8A8;
  border-right-style: none;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #A8A8A8;
  border-left-style: none;
  border-left-width: 2px;
  border-left-color: #D3D3D3;
}

#wjflocgnrz .gt_caption {
  padding-top: 4px;
  padding-bottom: 4px;
}

#wjflocgnrz .gt_title {
  color: #333333;
  font-size: 125%;
  font-weight: initial;
  padding-top: 4px;
  padding-bottom: 4px;
  padding-left: 5px;
  padding-right: 5px;
  border-bottom-color: #FFFFFF;
  border-bottom-width: 0;
}

#wjflocgnrz .gt_subtitle {
  color: #333333;
  font-size: 85%;
  font-weight: initial;
  padding-top: 3px;
  padding-bottom: 5px;
  padding-left: 5px;
  padding-right: 5px;
  border-top-color: #FFFFFF;
  border-top-width: 0;
}

#wjflocgnrz .gt_heading {
  background-color: #FFFFFF;
  text-align: center;
  border-bottom-color: #FFFFFF;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
}

#wjflocgnrz .gt_bottom_border {
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
}

#wjflocgnrz .gt_col_headings {
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
}

#wjflocgnrz .gt_col_heading {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: normal;
  text-transform: inherit;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
  vertical-align: bottom;
  padding-top: 5px;
  padding-bottom: 6px;
  padding-left: 5px;
  padding-right: 5px;
  overflow-x: hidden;
}

#wjflocgnrz .gt_column_spanner_outer {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: normal;
  text-transform: inherit;
  padding-top: 0;
  padding-bottom: 0;
  padding-left: 4px;
  padding-right: 4px;
}

#wjflocgnrz .gt_column_spanner_outer:first-child {
  padding-left: 0;
}

#wjflocgnrz .gt_column_spanner_outer:last-child {
  padding-right: 0;
}

#wjflocgnrz .gt_column_spanner {
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  vertical-align: bottom;
  padding-top: 5px;
  padding-bottom: 5px;
  overflow-x: hidden;
  display: inline-block;
  width: 100%;
}

#wjflocgnrz .gt_spanner_row {
  border-bottom-style: hidden;
}

#wjflocgnrz .gt_group_heading {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  text-transform: inherit;
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
  vertical-align: middle;
  text-align: left;
}

#wjflocgnrz .gt_empty_group_heading {
  padding: 0.5px;
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  vertical-align: middle;
}

#wjflocgnrz .gt_from_md > :first-child {
  margin-top: 0;
}

#wjflocgnrz .gt_from_md > :last-child {
  margin-bottom: 0;
}

#wjflocgnrz .gt_row {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  margin: 10px;
  border-top-style: solid;
  border-top-width: 1px;
  border-top-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
  vertical-align: middle;
  overflow-x: hidden;
}

#wjflocgnrz .gt_stub {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  text-transform: inherit;
  border-right-style: solid;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
  padding-left: 5px;
  padding-right: 5px;
}

#wjflocgnrz .gt_stub_row_group {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  text-transform: inherit;
  border-right-style: solid;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
  padding-left: 5px;
  padding-right: 5px;
  vertical-align: top;
}

#wjflocgnrz .gt_row_group_first td {
  border-top-width: 2px;
}

#wjflocgnrz .gt_row_group_first th {
  border-top-width: 2px;
}

#wjflocgnrz .gt_summary_row {
  color: #333333;
  background-color: #FFFFFF;
  text-transform: inherit;
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
}

#wjflocgnrz .gt_first_summary_row {
  border-top-style: solid;
  border-top-color: #D3D3D3;
}

#wjflocgnrz .gt_first_summary_row.thick {
  border-top-width: 2px;
}

#wjflocgnrz .gt_last_summary_row {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
}

#wjflocgnrz .gt_grand_summary_row {
  color: #333333;
  background-color: #FFFFFF;
  text-transform: inherit;
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
}

#wjflocgnrz .gt_first_grand_summary_row {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  border-top-style: double;
  border-top-width: 6px;
  border-top-color: #D3D3D3;
}

#wjflocgnrz .gt_last_grand_summary_row_top {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  border-bottom-style: double;
  border-bottom-width: 6px;
  border-bottom-color: #D3D3D3;
}

#wjflocgnrz .gt_striped {
  background-color: rgba(128, 128, 128, 0.05);
}

#wjflocgnrz .gt_table_body {
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
}

#wjflocgnrz .gt_footnotes {
  color: #333333;
  background-color: #FFFFFF;
  border-bottom-style: none;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 2px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
}

#wjflocgnrz .gt_footnote {
  margin: 0px;
  font-size: 90%;
  padding-top: 4px;
  padding-bottom: 4px;
  padding-left: 5px;
  padding-right: 5px;
}

#wjflocgnrz .gt_sourcenotes {
  color: #333333;
  background-color: #FFFFFF;
  border-bottom-style: none;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 2px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
}

#wjflocgnrz .gt_sourcenote {
  font-size: 90%;
  padding-top: 4px;
  padding-bottom: 4px;
  padding-left: 5px;
  padding-right: 5px;
}

#wjflocgnrz .gt_left {
  text-align: left;
}

#wjflocgnrz .gt_center {
  text-align: center;
}

#wjflocgnrz .gt_right {
  text-align: right;
  font-variant-numeric: tabular-nums;
}

#wjflocgnrz .gt_font_normal {
  font-weight: normal;
}

#wjflocgnrz .gt_font_bold {
  font-weight: bold;
}

#wjflocgnrz .gt_font_italic {
  font-style: italic;
}

#wjflocgnrz .gt_super {
  font-size: 65%;
}

#wjflocgnrz .gt_footnote_marks {
  font-size: 75%;
  vertical-align: 0.4em;
  position: initial;
}

#wjflocgnrz .gt_asterisk {
  font-size: 100%;
  vertical-align: 0;
}

#wjflocgnrz .gt_indent_1 {
  text-indent: 5px;
}

#wjflocgnrz .gt_indent_2 {
  text-indent: 10px;
}

#wjflocgnrz .gt_indent_3 {
  text-indent: 15px;
}

#wjflocgnrz .gt_indent_4 {
  text-indent: 20px;
}

#wjflocgnrz .gt_indent_5 {
  text-indent: 25px;
}

#wjflocgnrz .katex-display {
  display: inline-flex !important;
  margin-bottom: 0.75em !important;
}

#wjflocgnrz div.Reactable > div.rt-table > div.rt-thead > div.rt-tr.rt-tr-group-header > div.rt-th-group:after {
  height: 0px !important;
}
</style>
<table class="gt_table cell caption-top table table-sm table-striped small" data-quarto-bootstrap="false">
<thead><tr class="gt_col_headings header">
<th id="Column" class="gt_col_heading gt_columns_bottom_border gt_left" data-quarto-table-cell-role="th" scope="col">Column</th>
<th id="Description" class="gt_col_heading gt_columns_bottom_border gt_left" data-quarto-table-cell-role="th" scope="col">Description</th>
</tr></thead>
<tbody class="gt_table_body">
<tr class="odd">
<td class="gt_row gt_left" headers="Column">entity_id</td>
<td class="gt_row gt_left" headers="Description">Unique sequential identifier for each extracted entity.</td>
</tr>
<tr class="even">
<td class="gt_row gt_left" headers="Column">doc_id</td>
<td class="gt_row gt_left" headers="Description">Name or ID of the source document (e.g., radiology report file).</td>
</tr>
<tr class="odd">
<td class="gt_row gt_left" headers="Column">sent_id</td>
<td class="gt_row gt_left" headers="Description">Sentence number within the document where the entity appears.</td>
</tr>
<tr class="even">
<td class="gt_row gt_left" headers="Column">entity_text</td>
<td class="gt_row gt_left" headers="Description">Exact phrase matched from the report text (e.g., consolidation, pleural effusion).</td>
</tr>
<tr class="odd">
<td class="gt_row gt_left" headers="Column">entity_type</td>
<td class="gt_row gt_left" headers="Description">Category of the term — either Anatomy or Observation.</td>
</tr>
<tr class="even">
<td class="gt_row gt_left" headers="Column">certainty</td>
<td class="gt_row gt_left" headers="Description">Contextual interpretation derived from nearby linguistic cues: present, absent, or uncertain.</td>
</tr>
<tr class="odd">
<td class="gt_row gt_left" headers="Column">start_char</td>
<td class="gt_row gt_left" headers="Description">Starting character position of the entity in the original text.</td>
</tr>
<tr class="even">
<td class="gt_row gt_left" headers="Column">end_char</td>
<td class="gt_row gt_left" headers="Description">Ending character position of the entity in the original text.</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</figure>
</div>
</div>
<p>For example, the report in Table&nbsp;2 below:</p>
<p>“No focal consolidation is seen. There is no pleural effusion or pneumothorax. The cardiac and mediastinal silhouettes are unremarkable.”</p>
<div class="cell">
<div id="tbl-example" class="cell quarto-float quarto-figure quarto-figure-center anchored">
<figure class="quarto-float quarto-float-tbl figure"><figcaption class="quarto-float-caption-top quarto-float-caption quarto-float-tbl" id="tbl-example-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca">
Table&nbsp;2: Example report extraction
</figcaption><div aria-describedby="tbl-example-caption-0ceaefa1-69ba-4598-a22c-09a6ac19f8ca">
<div class="cell-output-display">
<div id="ffxofknrib" style="padding-left:0px;padding-right:0px;padding-top:10px;padding-bottom:10px;overflow-x:auto;overflow-y:auto;width:auto;height:auto;">
<style>#ffxofknrib table {
  font-family: system-ui, 'Segoe UI', Roboto, Helvetica, Arial, sans-serif, 'Apple Color Emoji', 'Segoe UI Emoji', 'Segoe UI Symbol', 'Noto Color Emoji';
  -webkit-font-smoothing: antialiased;
  -moz-osx-font-smoothing: grayscale;
}

#ffxofknrib thead, #ffxofknrib tbody, #ffxofknrib tfoot, #ffxofknrib tr, #ffxofknrib td, #ffxofknrib th {
  border-style: none;
}

#ffxofknrib p {
  margin: 0;
  padding: 0;
}

#ffxofknrib .gt_table {
  display: table;
  border-collapse: collapse;
  line-height: normal;
  margin-left: auto;
  margin-right: auto;
  color: #333333;
  font-size: 16px;
  font-weight: normal;
  font-style: normal;
  background-color: #FFFFFF;
  width: auto;
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #A8A8A8;
  border-right-style: none;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #A8A8A8;
  border-left-style: none;
  border-left-width: 2px;
  border-left-color: #D3D3D3;
}

#ffxofknrib .gt_caption {
  padding-top: 4px;
  padding-bottom: 4px;
}

#ffxofknrib .gt_title {
  color: #333333;
  font-size: 125%;
  font-weight: initial;
  padding-top: 4px;
  padding-bottom: 4px;
  padding-left: 5px;
  padding-right: 5px;
  border-bottom-color: #FFFFFF;
  border-bottom-width: 0;
}

#ffxofknrib .gt_subtitle {
  color: #333333;
  font-size: 85%;
  font-weight: initial;
  padding-top: 3px;
  padding-bottom: 5px;
  padding-left: 5px;
  padding-right: 5px;
  border-top-color: #FFFFFF;
  border-top-width: 0;
}

#ffxofknrib .gt_heading {
  background-color: #FFFFFF;
  text-align: center;
  border-bottom-color: #FFFFFF;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
}

#ffxofknrib .gt_bottom_border {
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
}

#ffxofknrib .gt_col_headings {
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
}

#ffxofknrib .gt_col_heading {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: normal;
  text-transform: inherit;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
  vertical-align: bottom;
  padding-top: 5px;
  padding-bottom: 6px;
  padding-left: 5px;
  padding-right: 5px;
  overflow-x: hidden;
}

#ffxofknrib .gt_column_spanner_outer {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: normal;
  text-transform: inherit;
  padding-top: 0;
  padding-bottom: 0;
  padding-left: 4px;
  padding-right: 4px;
}

#ffxofknrib .gt_column_spanner_outer:first-child {
  padding-left: 0;
}

#ffxofknrib .gt_column_spanner_outer:last-child {
  padding-right: 0;
}

#ffxofknrib .gt_column_spanner {
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  vertical-align: bottom;
  padding-top: 5px;
  padding-bottom: 5px;
  overflow-x: hidden;
  display: inline-block;
  width: 100%;
}

#ffxofknrib .gt_spanner_row {
  border-bottom-style: hidden;
}

#ffxofknrib .gt_group_heading {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  text-transform: inherit;
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
  vertical-align: middle;
  text-align: left;
}

#ffxofknrib .gt_empty_group_heading {
  padding: 0.5px;
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  vertical-align: middle;
}

#ffxofknrib .gt_from_md > :first-child {
  margin-top: 0;
}

#ffxofknrib .gt_from_md > :last-child {
  margin-bottom: 0;
}

#ffxofknrib .gt_row {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  margin: 10px;
  border-top-style: solid;
  border-top-width: 1px;
  border-top-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 1px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 1px;
  border-right-color: #D3D3D3;
  vertical-align: middle;
  overflow-x: hidden;
}

#ffxofknrib .gt_stub {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  text-transform: inherit;
  border-right-style: solid;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
  padding-left: 5px;
  padding-right: 5px;
}

#ffxofknrib .gt_stub_row_group {
  color: #333333;
  background-color: #FFFFFF;
  font-size: 100%;
  font-weight: initial;
  text-transform: inherit;
  border-right-style: solid;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
  padding-left: 5px;
  padding-right: 5px;
  vertical-align: top;
}

#ffxofknrib .gt_row_group_first td {
  border-top-width: 2px;
}

#ffxofknrib .gt_row_group_first th {
  border-top-width: 2px;
}

#ffxofknrib .gt_summary_row {
  color: #333333;
  background-color: #FFFFFF;
  text-transform: inherit;
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
}

#ffxofknrib .gt_first_summary_row {
  border-top-style: solid;
  border-top-color: #D3D3D3;
}

#ffxofknrib .gt_first_summary_row.thick {
  border-top-width: 2px;
}

#ffxofknrib .gt_last_summary_row {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
}

#ffxofknrib .gt_grand_summary_row {
  color: #333333;
  background-color: #FFFFFF;
  text-transform: inherit;
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
}

#ffxofknrib .gt_first_grand_summary_row {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  border-top-style: double;
  border-top-width: 6px;
  border-top-color: #D3D3D3;
}

#ffxofknrib .gt_last_grand_summary_row_top {
  padding-top: 8px;
  padding-bottom: 8px;
  padding-left: 5px;
  padding-right: 5px;
  border-bottom-style: double;
  border-bottom-width: 6px;
  border-bottom-color: #D3D3D3;
}

#ffxofknrib .gt_striped {
  background-color: rgba(128, 128, 128, 0.05);
}

#ffxofknrib .gt_table_body {
  border-top-style: solid;
  border-top-width: 2px;
  border-top-color: #D3D3D3;
  border-bottom-style: solid;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
}

#ffxofknrib .gt_footnotes {
  color: #333333;
  background-color: #FFFFFF;
  border-bottom-style: none;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 2px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
}

#ffxofknrib .gt_footnote {
  margin: 0px;
  font-size: 90%;
  padding-top: 4px;
  padding-bottom: 4px;
  padding-left: 5px;
  padding-right: 5px;
}

#ffxofknrib .gt_sourcenotes {
  color: #333333;
  background-color: #FFFFFF;
  border-bottom-style: none;
  border-bottom-width: 2px;
  border-bottom-color: #D3D3D3;
  border-left-style: none;
  border-left-width: 2px;
  border-left-color: #D3D3D3;
  border-right-style: none;
  border-right-width: 2px;
  border-right-color: #D3D3D3;
}

#ffxofknrib .gt_sourcenote {
  font-size: 90%;
  padding-top: 4px;
  padding-bottom: 4px;
  padding-left: 5px;
  padding-right: 5px;
}

#ffxofknrib .gt_left {
  text-align: left;
}

#ffxofknrib .gt_center {
  text-align: center;
}

#ffxofknrib .gt_right {
  text-align: right;
  font-variant-numeric: tabular-nums;
}

#ffxofknrib .gt_font_normal {
  font-weight: normal;
}

#ffxofknrib .gt_font_bold {
  font-weight: bold;
}

#ffxofknrib .gt_font_italic {
  font-style: italic;
}

#ffxofknrib .gt_super {
  font-size: 65%;
}

#ffxofknrib .gt_footnote_marks {
  font-size: 75%;
  vertical-align: 0.4em;
  position: initial;
}

#ffxofknrib .gt_asterisk {
  font-size: 100%;
  vertical-align: 0;
}

#ffxofknrib .gt_indent_1 {
  text-indent: 5px;
}

#ffxofknrib .gt_indent_2 {
  text-indent: 10px;
}

#ffxofknrib .gt_indent_3 {
  text-indent: 15px;
}

#ffxofknrib .gt_indent_4 {
  text-indent: 20px;
}

#ffxofknrib .gt_indent_5 {
  text-indent: 25px;
}

#ffxofknrib .katex-display {
  display: inline-flex !important;
  margin-bottom: 0.75em !important;
}

#ffxofknrib div.Reactable > div.rt-table > div.rt-thead > div.rt-tr.rt-tr-group-header > div.rt-th-group:after {
  height: 0px !important;
}
</style>
<table class="gt_table cell caption-top table table-sm table-striped small" data-quarto-bootstrap="false">
<thead><tr class="gt_col_headings header">
<th id="entity_text" class="gt_col_heading gt_columns_bottom_border gt_left" data-quarto-table-cell-role="th" scope="col">entity_text</th>
<th id="entity_type" class="gt_col_heading gt_columns_bottom_border gt_left" data-quarto-table-cell-role="th" scope="col">entity_type</th>
<th id="certainty" class="gt_col_heading gt_columns_bottom_border gt_left" data-quarto-table-cell-role="th" scope="col">certainty</th>
</tr></thead>
<tbody class="gt_table_body">
<tr class="odd">
<td class="gt_row gt_left" headers="entity_text">consolidation</td>
<td class="gt_row gt_left" headers="entity_type">Observation</td>
<td class="gt_row gt_left" headers="certainty">absent</td>
</tr>
<tr class="even">
<td class="gt_row gt_left" headers="entity_text">pleural effusion</td>
<td class="gt_row gt_left" headers="entity_type">Observation</td>
<td class="gt_row gt_left" headers="certainty">absent</td>
</tr>
<tr class="odd">
<td class="gt_row gt_left" headers="entity_text">pneumothorax</td>
<td class="gt_row gt_left" headers="entity_type">Observation</td>
<td class="gt_row gt_left" headers="certainty">absent</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
</figure>
</div>
</div>
<p>This confirmed the contextual logic was functioning as intended the algorithm recognised the mentions but correctly classified them as absent.</p>
</section><section id="handling-complexity-and-edge-cases" class="level2"><h2 class="anchored" data-anchor-id="handling-complexity-and-edge-cases">Handling complexity and edge cases</h2>
<p>Designing a rule-based system is not without trade-offs. Radiology language can be subtle: phrases such as “cannot exclude pneumonia” or “features may represent atelectasis” require careful scope handling. I incorporated both pre- and post-modifiers to ensure flexibility, but there remain limitations around nested clauses (“no change in the previous pneumothorax”) and conditional statements (“if present, may represent infection”). These could be addressed later with dependency parsing or a hybrid model, but the goal here was to stay lightweight and interpretable something any NHS analyst could audit and understand. Another consideration was sentence boundary detection. I used the stringi package to identify sentence offsets, which preserves character indices for later reconciliation with structured EHR tables. This proved more reliable than tokenisers that lose positional information.</p>
</section><section id="performance-and-scalability" class="level2"><h2 class="anchored" data-anchor-id="performance-and-scalability">Performance and scalability</h2>
<p>Because this workflow uses only base R and string-processing libraries (stringr, stringi, dplyr), it scales linearly with text length and can comfortably process tens of thousands of reports on a standard NHS laptop. There are no GPU or internet requirements, which makes it ideal for hospital-based servers where outbound connections are restricted.</p>
<p>While models like spaCy or transformer-based approaches such as BioBERT can achieve higher recall on complex linguistic patterns, they require substantial infrastructure and often cannot run in the secure NHS network environment. This workflow therefore fills a critical niche: interpretable, deployable, and compliant.</p>
</section><section id="integration-possibilities" class="level2"><h2 class="anchored" data-anchor-id="integration-possibilities">Integration possibilities</h2>
<p>The structured output from this method essentially a long table of findings with certainty labels can feed into SQL databases, Power BI dashboards, or R Shiny apps. For example, analysts could summarise all radiology mentions of pneumonia marked as “present” across an entire hospital trust, or measure how often “pleural effusion” was reported in specific cohorts. The same pattern could also be adapted to ambulance ePCR narratives, mental-health crisis notes, or pathology reports.</p>
</section><section id="code-availability" class="level2"><h2 class="anchored" data-anchor-id="code-availability">Code availability</h2>
<p>Full code is <a href="https://github.com/bashir-abubakar/radiology-nlp-r">publicly available in my GitHub account</a>.</p>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>NHS</category>
  <category>NLP</category>
  <guid>https://nhsrcommunity.com/blog/radiology_nlp.html</guid>
  <pubDate>Tue, 11 Nov 2025 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/abubakar_1.png" medium="image" type="image/png" height="219" width="144"/>
</item>
<item>
  <title>Quality Assurance without the spreadsheets</title>
  <dc:creator>Rhian Davies</dc:creator>
  <link>https://nhsrcommunity.com/blog/2025-11-qa.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p>When I started my job at <a href="https://www.strategyunitwm.nhs.uk/">The Strategy Unit</a>, the first task I was given was:</p>
<blockquote class="blockquote">
<p>Can you build some QA processes for our model?</p>
</blockquote>
<p>My <a href="https://the-strategy-unit.github.io/data_science/">team</a> develops and maintains a large, open source statistical model used to estimate <a href="https://www.strategyunitwm.nhs.uk/news/transforming-hospital-planning-open-source-demand-and-capacity-model">how big hospitals of the future should be</a>. The code was well structured, documentated and tested, but hardly anyone had thought about QA formally.</p>
<p>I’d worked with <a href="https://www.iso.org/standard/62085.html">ISO 9001</a> before, but I’d never tried to design QA for a statistical model. So I went on a journey trying to figure out what processes we needed, and how we could integrate QA into the way the team was already working.</p>
<section id="what-do-i-mean-by-qa" class="level2">
<h2 class="anchored" data-anchor-id="what-do-i-mean-by-qa">What do I mean by QA?</h2>
<p>Quality work is about how we build models. Choosing appropriate methods, writing clean code and making sure everything is reproducible.</p>
<p>Quality assurance, on the other hand, is about <em>building trust</em>. It ensures the right processes are followed, results are checked, and outputs are credible and interpretable.</p>
</section>
<section id="why-does-qa-matter" class="level2">
<h2 class="anchored" data-anchor-id="why-does-qa-matter">Why does QA matter?</h2>
<p>Public organisations often rely heavily on models to make decisions. If a model has errors, unrealistic assumptions, or poor documentation, it can result in wasted resources, bad decisions and loss of public confidence.</p>
<p>The National Audit Office (NAO) found<sup>1</sup> that common problems include:</p>
<ul>
<li>Poor data or unrealistic assumptions</li>
<li>No uncertainty or sensitivity testing</li>
<li>Weak documentation and governance</li>
</ul>
<p>Our model influences hospital planning across the NHS, so it’s vital that people can trust it.</p>
</section>
<section id="what-was-missing" class="level2">
<h2 class="anchored" data-anchor-id="what-was-missing">What was missing?</h2>
<blockquote class="blockquote">
<p>Quality assurance effort should be appropriate to the risk associated with the intended use of the analysis</p>
</blockquote>
<p>To find the missing pieces, I turned to existing guidance across governement and auditing organisations:</p>
<ul>
<li><a href="https://www.nao.org.uk/insights/framework-to-review-models/">Framework to review models, NAO</a></li>
<li>HM Treasury’s <a href="https://www.gov.uk/guidance/the-aqua-book">AQuA book</a></li>
<li><a href="https://www.nao.org.uk/wp-content/uploads/2023/05/quality-assurance-of-models.pdf">Quality assurance of models: a guide for audit committees, NAO</a></li>
<li>The Department for Energy Security &amp; Net Zero (DESNZ) and Department for Business, Energy &amp; Industrial Strategy (BEIS) <a href="">Modelling Quality Assurance tools and guidance</a></li>
<li><a href="https://best-practice-and-impact.github.io/qa-of-code-guidance/intro.html">Duck book</a></li>
</ul>
<p>Turns out, we were already doing a lot of what they recommend:</p>
<table class="caption-top table">
<thead>
<tr class="header">
<th>QA Component</th>
<th>Already Have?</th>
<th>How</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>Change log</td>
<td>✅</td>
<td>GitHub</td>
</tr>
<tr class="even">
<td>Technical guide</td>
<td>✅</td>
<td>Code documentation</td>
</tr>
<tr class="odd">
<td>User guide</td>
<td>✅</td>
<td>Quarto website</td>
</tr>
<tr class="even">
<td>Roles/responsibilities</td>
<td>✅</td>
<td>Quarto website</td>
</tr>
<tr class="odd">
<td>Assumptions log</td>
<td>✅</td>
<td>Quarto website</td>
</tr>
<tr class="even">
<td>QA plan</td>
<td>❌</td>
<td>-</td>
</tr>
<tr class="odd">
<td>QA log</td>
<td>❌</td>
<td>-</td>
</tr>
</tbody>
</table>
<p>All our code was version-controlled, so we already had a change log. We maintained a <a href="https://connect.strategyunitwm.nhs.uk/nhp/project_information/">Quarto website</a> with user guidance, and wrote documentation alongside the code, which served as our technical guide.</p>
<p>The main pieces missing were a <strong>QA plan</strong> and a <strong>QA log</strong>.</p>
</section>
<section id="not-another-spreadsheet" class="level2">
<h2 class="anchored" data-anchor-id="not-another-spreadsheet">Not another spreadsheet</h2>
<p>A <strong>QA plan</strong> is simply a list of the tasks you intend to do to improve the quality of your model.<br>
A <strong>QA log</strong> is a record of what you’ve already done, who did it, and when they did it.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://nhsrcommunity.com/blog/img/qa-inspection.jpg" class="img-fluid quarto-figure quarto-figure-center figure-img" style="width:40.0%" alt="A toilet inspection sign. Listing when inspections are planned, when they were completed, and by whom. This one only has two inspections due, 1999 and 2004! The inspection was apparently completed by 'Ye Ma' (A classic your mum joke.)"></p>
</figure>
</div>
<p>I scoured the internet looking for examples from other organisations. Almost everything I found was in spreadsheets.</p>
<p>The most comprehensive example I came across was from the Department for Energy Security and Net Zero (DESNZ) in their <a href="https://www.gov.uk/government/publications/energy-security-and-net-zero-modelling-quality-assurance-qa-tools-and-guidance">Quality Assurance (QA) tools and guidance</a>.<br>
However, the templates were mostly designed for Excel-based models and still just big, colour-coded spr.jpgeadsheets.</p>
<p>My heart sank at the thought of having to manage QA with an ugly spreadsheet. There had to be a better way.</p>
</section>
<section id="github-to-the-rescue" class="level2">
<h2 class="anchored" data-anchor-id="github-to-the-rescue">GitHub to the rescue</h2>
<p>Our team was already using Git and GitHub for the model code and had just started experimenting with using <a href="https://docs.github.com/en/issues/planning-and-tracking-with-projects/learning-about-projects/about-projects">GitHub projects</a> for planning.</p>
<p>So I thought: <em>what if we used a GitHub project for our QA plan and log too?</em></p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://nhsrcommunity.com/blog/img/qa-yeah-nah.png" class="img-fluid quarto-figure quarto-figure-center figure-img" style="width:40.0%" data-fig-height="100px" alt="Drake Nah-Yeah meme. Nah is a colourful spreadsheet, Yeah is a number of QA tasks in GitHub."></p>
</figure>
</div>
<p>I set up a <a href="https://github.com/orgs/The-Strategy-Unit/projects/6">new GitHub project</a> with two views:</p>
<ul>
<li>Open issues ➡️ QA plan</li>
<li>Complete issues ➡️ QA log</li>
</ul>
<p>Then I browsed our repositories and added any quality assurance related issues to the board.</p>
<p>Our model spans multiple repos, mostly public, but some private. The project board handles this seamlessly, showing public issues to everyone and private ones only to those with access.</p>
<p>I also decided to add labels to the QA issues, based on the QA type.</p>
<ul>
<li>📝 Documentation</li>
<li>🗃️ Data &amp; Assumptions</li>
<li>🧪 Verification</li>
<li>❓Validation</li>
<li>📁 Structure &amp; Clarity</li>
</ul>
<p>People<sup>2</sup> often get verification and validation muddled up. <strong>Verification</strong> checks that the model solves the equations <em>correctly</em>. <strong>Validation</strong> is checks that it’s solving the <em>right equations</em>.</p>
</section>
<section id="qa-in-practice" class="level2">
<h2 class="anchored" data-anchor-id="qa-in-practice">QA in practice</h2>
<p>Now, whenever I’m working on something QA related, I simply add it to <a href="https://github.com/orgs/The-Strategy-Unit/projects/6">the project board</a>.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img src="https://nhsrcommunity.com/blog/img/qa-screenshot-github.png" class="img-fluid quarto-figure quarto-figure-center figure-img" style="width:80.0%" alt="Screenshot of the GitHub project board used to track QA for our model. Link in previous sentence."></p>
</figure>
</div>
<p>When we prepare our monthly model releases, we use a GitHub issue template work through a release QA checklist.</p>
<p>Every six months, I also do an internal QA review using another issue template.</p>
</section>
<section id="remove-the-friction" class="level2">
<h2 class="anchored" data-anchor-id="remove-the-friction">Remove the friction</h2>
<p>This works because <em>QA happens where the work happens</em>. Our developers already live in GitHub. Asking them to open a spreadsheet every time they make a model improvement just doesn’t fit how our team works. But asking them to add metadata to an issue they’re already working on, does.</p>
<p>Instead of a static row in an abandoned spreadsheet, each QA item has its own discussion thread, links to relevant code or analysis, and version history.</p>
</section>
<section id="qa-as-a-habit-not-a-chore" class="level2">
<h2 class="anchored" data-anchor-id="qa-as-a-habit-not-a-chore">QA as a habit, not a chore</h2>
<blockquote class="blockquote">
<p>Creating and maintaining a strong culture of quality assurance is vital for ensuring analysis is robust and of a high quality. The AQuA book.</p>
</blockquote>
<p>QA isn’t about ticking boxes. It’s about building <em>trust</em>.</p>
<p>There’s still plenty more to do, but moving our QA plan into GitHub has made QA part of daily coding, not an extra task at the end.</p>
<p>If you’ve found other ways of managing QA (without the colour-coded spreadsheets!), I’d love to hear from you.</p>


</section>


<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section id="footnotes" class="footnotes footnotes-end-of-document"><h2 class="anchored quarto-appendix-heading">Footnotes</h2>

<ol>
<li id="fn1"><p><a href="https://www.nao.org.uk/wp-content/uploads/2016/03/11018-002-Framework-to-review-models_External_4DP.pdf">Framework to review models, page 3</a>↩︎</p></li>
<li id="fn2"><p>myself included↩︎</p></li>
</ol>
</section><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>R</category>
  <category>QA</category>
  <category>github</category>
  <guid>https://nhsrcommunity.com/blog/2025-11-qa.html</guid>
  <pubDate>Fri, 07 Nov 2025 00:00:00 GMT</pubDate>
</item>
<item>
  <title>The RTT Planner tool for elective waitlist modelling – a collaboration success story!</title>
  <link>https://nhsrcommunity.com/blog/collaborative-working-rtt-planner.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p><em>What makes a successful analytics project?</em> Early stakeholder engagement is a determinant that is often cited: if the target customers of the analysis are invested in it from the start, then there is more chance the outputs will resonate as intended. How does this apply to endeavours in scalable – or ‘federated’ – analytics? These are tools that are designed to be created once, used and re-used, across different settings and for slightly different purposes or questions. The Goldacre Review claims the “complex methodological challenges” in delivering these solutions “cannot be met by closed working in siloes”. In this blog, we address not just the collaborative efforts required to engage the customer, but also the need for more technical collaboration across organisational boundaries in creating the solution. The solution through which we discuss these matters is the RTT Planner tool, which has been developed in R within South West England through a multi-disciplinary team.</p>
<p>The project started in November 2024, following conversations between Devon and Bristol, North Somerset and South Gloucestershire (BNSSG) Integrated Care Boards (ICBs) on how models could be used to predict the size and shape of future waiting lists, including under different demand and capacity related scenarios. Both ICBs already had R-based predictive models that they used to explore such scenarios, although there was some concern and curiosity regarding the different assumptions and construct of these models – after all, the waiting list problem has such common characteristics that should surely traverse these geographical footprints. Recognising their common challenge and vision, the two ICBs engaged the South West Decision Support Network (DSN) for support</p>
<p>The South West DSN is a regional initiative launched in 2023 and based on its Midlands namesake. The DSN provided a Data Scientist and gave access to further Integrated Care Systems (ICSs) within the region. Conversations with this extended group led to the scoping of a project which set out to develop an interactive and user-friendly R-based scalable analytics product that would be sufficiently generalisable to reliably model a wide range of scenarios for any trust or specialty or combination thereof. Some examples of use would be: predicting future waiting list size on a ‘do nothing’ basis for a particular specialty at a particular trust; modelling the effect of different trajectories for future demand given various demographic projections; and determining the annual level of capacity growth required to meet a given performance metric for waiting times. The intended customer base – and so, a large contingent of the project stakeholders – consisted of planners and managers at both a trust, ICB, and regional level, and typically those with a more strategic than operational remit.</p>
<p>As interest in the project ramped up – not least due to the Government’s Reforming elective care for patients plan published in early January 2025, which pledged to restore waiting times to target by March 2029 – three additional analysts joined the team. Each brought different skills and experience, ensured breadth across various NHS organisations, and helped widen the pool of potential end-user customers.</p>
<section id="collaboration-for-scalable-analytics-projects-some-recipes-for-success" class="level2">
<h2 class="anchored" data-anchor-id="collaboration-for-scalable-analytics-projects-some-recipes-for-success">Collaboration for scalable analytics projects – some recipes for success</h2>
<p>Finding effective ways for NHS analysts to collaborate across organisational boundaries can be a challenge. Aligning the different skills, experience, tooling and capacity of each contributor while still meeting project deadlines is not always straightforward. Moreover, the relative lack of scalable analytics efforts to date has meant that work has naturally resided in separate NHS organisations, each developing separate models and tools. However, this way of working is especially unsatisfactory for products intended to be scalable across the NHS. Developing such a product in isolation risks ‘overfitting’ it to the particular circumstances of one area: from a customer perspective, this could mean considering only the problems and questions existing in that trust or ICS; and from a technical perspective, this could mean considering only data structures or data quality issues bespoke to that area. All this can significantly limit the level of generalisability required. Here, we describe some ways that have worked which we believe have been key for the RTT Planner project to reach its potential:</p>
<section id="multi-disciplinary-team" class="level4">
<h4 class="anchored" data-anchor-id="multi-disciplinary-team">1. Multi-disciplinary team</h4>
<p>In this project, with contributors from NHS England, multiple ICBs and acute trusts, as well as academia, we have had the necessary foundations to help ensure that any developed product was conceptually appropriate. Contributions from these groups have meant the team has had a sufficiently extensive understanding of the problem, as captured from the analysts’ grasp of the data and the customers’ experience on what assumptions can legitimately be made; what dynamics are important; and what types of scenarios are most valuable to model.</p>
</section>
<section id="open-source-and-rap-principles" class="level4">
<h4 class="anchored" data-anchor-id="open-source-and-rap-principles">2. Open source and RAP principles</h4>
<p>Collaboration in the RTT Planner project has been enabled by adopting open-source software and <a href="https://github.com/nhs-bnssg-analytics/RTT_compartmental_modelling/">code</a>. The tool uses public data and methods published in peer-reviewed journals. The tool is developed in RShiny – a web application framework for R, allowing users to build interactive web applications directly from R. The code follows Reproducible Analytical Pipeline (RAP) principles, including project structures using the golem framework, modular programming, heavy documentation and unit testing. Working on GitHub has allowed the team to use <a href="https://github.com/nhs-bnssg-analytics/RTT_compartmental_modelling/issues">GitHub Issues</a> where detailed discussions and decisions are recorded.</p>
<section id="a.-packaging-code" class="level5">
<h5 class="anchored" data-anchor-id="a.-packaging-code">a. Packaging code</h5>
<p>The initial stages of the project focussed on making the methodology that underpins the tool available. This was done through the <a href="https://github.com/nhs-bnssg-analytics/NHSRtt">NHSRtt</a> package, which is stored on GitHub. This code can be used in isolation and provides the flexibility to allow R programmers to apply to methodological theory to their own data, rather than the restrictions described under “Developing a User Interface”.</p>
</section>
<section id="b.-standard-file-structures" class="level5">
<h5 class="anchored" data-anchor-id="b.-standard-file-structures">b. Standard file structures</h5>
<p>The RShiny interface is developed in a separate package, called <a href="https://github.com/nhs-bnssg-analytics/RTT_compartmental_modelling/blob/dev/NEWS.md">RTTshiny</a>. The <a href="https://golemverse.org/">golem</a> framework is used to enable better collaboration. The golem package structures Shiny projects so that each tab within the tool has its own user interface and server script, and hence, its own contained environment. There are downsides to the modular approach too. It makes the process of getting up to speed with the code difficult. Understanding what nested functions are doing, where those functions are held in scripts throughout the project is not easy. This is more complex compared to traditional RShiny applications, where all of the code is held in one or two long scripts.</p>
</section>
</section>
<section id="coding-in-the-open" class="level4">
<h4 class="anchored" data-anchor-id="coding-in-the-open">3. Coding in the open</h4>
<p>We quickly agreed on a Git workflow to enable the team to work cohesively (see Figure 1). Using a pre-agreed workflow of branching and merging has allowed analysts to work safely on their own development areas – with freedom to experiment – without the worry of affecting the code that others are working on.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure">
<p><img aria-label="Visualisation of the Git workflow we used in the project." src="https://nhsrcommunity.com/blog/data:image/png;base64,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" class="img-fluid figure-img" alt="Visualisation of the Git workflow we used in the project."></p>
<figcaption>Figure 1. Visualisation of the Git workflow we used in the project. Source: https://www.atlassian.com/git/tutorials/comparing-workflows/gitflow-workflow</figcaption>
</figure>
</div>
</section>
<section id="developing-a-user-interface" class="level4">
<h4 class="anchored" data-anchor-id="developing-a-user-interface">4. Developing a user interface</h4>
<p>The ambitions of the project were to bring the methodology to a wider audience, which is why we decided to develop an RShiny application. The trade-off here is that, while more people can use the methods, there is less flexibility in how they can be used. This means the development team has had to make decisions on what functionality is surfaced in the tool, while ensuring the interface isn’t too overwhelming or complex.</p>
</section>
<section id="using-agile-working-practices" class="level4">
<h4 class="anchored" data-anchor-id="using-agile-working-practices">5. Using agile working practices</h4>
<p>Agile ways of working were used to ensure we all move forwards together. During the peak of the project, before its first release, the team met daily for a short standup. Here we discussed progress, blockers, and where possible, offered support and troubleshot issues. Less frequently, the team meets with “product owners”, who ensured the developments keep track with expectations. We also regularly engage with key stakeholders to ensure they are kept abreast of project developments. The daily standup frequency reduced after the first release of the tool to allow our stakeholders time to use it and reflect on development requirements.</p>
</section>
<section id="peer-reviewed-methods" class="level4">
<h4 class="anchored" data-anchor-id="peer-reviewed-methods">6. Peer reviewed methods</h4>
<p>The methods underpinning the package and tool went through rigorous peer review processes before being published in academic journals. This gives the user confidence in the underlying mechanics of the tool. The paper describing the multi-compartmental model can be found <a href="https://rdcu.be/elVEq">here</a>.</p>
</section>
<section id="use-of-ai" class="level4">
<h4 class="anchored" data-anchor-id="use-of-ai">7. Use of AI</h4>
<p>RShiny is a complex language and is constantly evolving. Adopting the use of Large Language Models (LLMs) to support interface developments has allowed the team to rapidly introduce features that otherwise wouldn’t be possible in such a short space of time. It also adds robustness to the tool as LLM are excellent at writing unit tests, which are often cited as a big overhead for software development.</p>
</section>
</section>
<section id="measuring-success" class="level2">
<h2 class="anchored" data-anchor-id="measuring-success">Measuring success</h2>
<p>Success is often measured by impact. Ultimately, the team want the tool to contribute to bringing down the size of waiting lists and help local teams meet patient requirements within shorter timescales. Anyone involved in waiting list management will say that getting there takes time and there is no silver bullet. The first step on that journey which the tool supports is to simplify the complexities around the dynamics of the waiting list to allow local teams to understand how the planning choices they make are likely to impact the waiting list size and shape. The next niche the tool fills is to allow different levels of organisations to agree to plans using the same software and data, enabling better joint working.</p>
<p>Unfortunately, the team haven’t worked out a way to track the usage of the tool – though the growing development backlog resulting from user demands is a sign that activity is high.</p>
<p>The simple and explainable methods alongside the accessible and free tool means that the team have reached audiences of the hundreds through local and national webinars. The methods have also sparked an interest from Number 10 and the Cabinet Office to support their waiting list management policy activities. With the next planning rounds underway, the team have been in conversations with trusts to compare locally derived plans with tool outputs. Our hope is that these conversations can help local teams build trust in the tool’s results and will lead to teams using the tool for planning rounds.</p>
</section>
<section id="concluding-remarks-and-future-plans" class="level2">
<h2 class="anchored" data-anchor-id="concluding-remarks-and-future-plans">Concluding remarks and future plans</h2>
<p>The output of this collaboration is the <a href="https://connect.strategyunitwm.nhs.uk/rtt_compartmental_modelling/">RTT Planner tool</a>.</p>
<p>The tool was initially released in May 2025 to our South West stakeholders, though the tool has national coverage and can be used to model any trust or region in England. Continued conversations with local teams have made it clear what developments the tool needs to enable incorporation into regular, local usage. The stakeholder engagement in the project and willingness to guide the development of the tool has helped make it as useful as possible. This collaborative approach gives us the best chance of producing a successful tool that can support Trusts, ICBs and central teams to meet waiting list targets in the longer term and enable patients to have a better elective experience of the NHS.</p>
<p>The project still has a long way to go to cover all the planning needs expressed by our stakeholders – with the major one being how the tool can bridge the gap between planning and operational needs. The progress made to date, and the engagement that we have received, provides a great template for future at-scale projects. This should be a major consideration for the future of analytics in the NHS. Many analytical challenges are not unique to a particular organisation and can be solved once for all. This project was only feasible because of the excellent, detailed public data that have been published for over 10 years. With the emergence of centralised data platforms, such as the Federated Data Platform, the NHS must strategically move towards more efficient ways of working. Adopting open practices, multi-disciplinary teams and collaborative techniques, as described in this blog, is a sure way of achieving this.</p>
<p><em>We would like to mention and thank those that have contributed to this project. The development team were Seb Fox and Rich Wood (BNSSG ICB), Simon Wellesley-Miller and Euan Ives (NHS England SW), Nick Cooper (Gloucestershire ICB/Gloucestershire Hospitals NHS Foundation Trust), Richard Blackwell (Health Innovation South West) and Claire Rudler (Devon ICB). The trusts that have contributed were Royal Devon University Healthcare, Torbay and South Devon, Dorset County Hospital, University Hospitals Bristol and Weston, Royal Cornwall Hospitals, University Hospitals Plymouth and North Bristol Trust. ICBs that have contributed were BNSSG, Devon, Gloucestershire, Cornwall and Dorset. We are now working with The Strategy Unit, Nottingham University Hospitals, Bradford Teaching Hospitals and Professor Neil Walton, from Durham University to develop the tool further.</em></p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Git</category>
  <category>Shiny</category>
  <category>Collaboration</category>
  <guid>https://nhsrcommunity.com/blog/collaborative-working-rtt-planner.html</guid>
  <pubDate>Thu, 06 Nov 2025 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/waiting-list-timeseries.png" medium="image" type="image/png" height="96" width="144"/>
</item>
<item>
  <title>Git Rebase Demystified: Clean Up Your R Project History</title>
  <link>https://nhsrcommunity.com/blog/git_rebase.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p><img aria-label="Dark screen highlighting the commit history from a Git repository." src="https://nhsrcommunity.com/blog/data:image/png;base64,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" class="img-fluid" alt="Dark screen highlighting the commit history from a Git repository."></p>
<p>Maintaining a clean Git history is essential for collaboration and reproducibility in data science projects. This blog explores how <code>git rebase</code> can help you create a professional, linear project history that enhances collaboration and reproducibility in your NHS-R projects.</p>
<section id="introduction" class="level2">
<h2 class="anchored" data-anchor-id="introduction">Introduction</h2>
<p>Have you ever found yourself in “commit hell” with a tangled Git history? It happens to the best of us! When you’re working on a project, it’s easy to create many small, redundant commits. This can make it difficult for you and your collaborators to understand the progression of your work.</p>
</section>
<section id="whats-the-difference-between-merge-and-rebase" class="level2">
<h2 class="anchored" data-anchor-id="whats-the-difference-between-merge-and-rebase">What’s the Difference Between <code>merge</code> and <code>rebase</code>?</h2>
<p>Think of a project’s commit history as a timeline.</p>
<ul>
<li><p><strong><code>git merge</code></strong> combines branches by creating a new <strong>merge commit</strong>. It’s like adding a new chapter to a book without editing the old ones. This can lead to a “tangled” history with multiple branching paths.</p></li>
<li><p><strong><code>git rebase</code></strong> moves or combines a sequence of commits to a new starting point. It’s like rewriting and polishing a draft to make the story flow better. It creates a <strong>cleaner, linear history</strong> that’s much easier to read.</p></li>
</ul>
</section>
<section id="a-practical-use-case-cleaning-up-commits" class="level2">
<h2 class="anchored" data-anchor-id="a-practical-use-case-cleaning-up-commits">A Practical Use Case: Cleaning Up Commits</h2>
<p>Let’s imagine you’ve been working on a new feature for your analysis, and you’ve made several small commits:</p>
<ol type="1">
<li>“feat: add patient ID column”</li>
<li>“fix: corrected patient ID”</li>
<li>“temp: working on EDA”</li>
<li>“feat: EDA for patient demographics”</li>
</ol>
<p>These commits are all related to a single logical feature. We can use <code>git rebase</code> to <strong>squash</strong> them into a single, meaningful commit.</p>
<section id="step-1-start-an-interactive-rebase-in-rstudio" class="level3">
<h3 class="anchored" data-anchor-id="step-1-start-an-interactive-rebase-in-rstudio">Step 1: Start an Interactive Rebase in RStudio</h3>
<p>First, make sure you’re on the correct branch. Check the <strong>Git pane</strong> in RStudio (usually top-right panel) to confirm your current branch.</p>
<ol type="1">
<li><strong>Open RStudio’s Terminal</strong>: Click on the <strong>Terminal</strong> tab (next to the Console tab at the bottom of RStudio)</li>
<li><strong>Run the rebase command</strong>: Type the following command to start an interactive rebase for the last 4 commits:</li>
</ol>
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb1-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">git</span> rebase <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-i</span> HEAD~4</span></code></pre></div></div>
<p>The <code>HEAD~4</code> tells Git to look at the last four commits on your current branch.</p>
<p><strong>Alternative</strong>: If you want to squash all commits since your last pull from main, use:</p>
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb2-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">git</span> rebase <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">-i</span> main</span></code></pre></div></div>
<ol start="3" type="1">
<li><strong>Text editor opens</strong>: RStudio will open your default text editor (often nano, vim, or VS Code) with a list of commits that looks like this:</li>
</ol>
<pre><code>pick a46f23b feat: add patient ID column
pick b71a5c1 fix: corrected patient ID
pick 8c9e0d1 temp: working on EDA
pick 3d4b6c8 feat: EDA for patient demographics</code></pre>
</section>
<section id="step-2-edit-the-rebase-instructions-in-your-editor" class="level3">
<h3 class="anchored" data-anchor-id="step-2-edit-the-rebase-instructions-in-your-editor">Step 2: Edit the Rebase Instructions in Your Editor</h3>
<p>The editor shows your commits in <strong>chronological order</strong> (oldest first). Here’s how to squash them:</p>
<ol type="1">
<li><strong>Keep the first commit as <code>pick</code></strong> - This will be your main commit</li>
<li><strong>Change the others to <code>squash</code></strong> - These will be combined into the first commit</li>
<li><strong>Edit the file</strong> to look like this:</li>
</ol>
<pre><code>pick a46f23b feat: add patient ID column
squash b71a5c1 fix: corrected patient ID
squash 8c9e0d1 temp: working on EDA
squash 3d4b6c8 feat: EDA for patient demographics</code></pre>
<ol start="4" type="1">
<li><strong>Save and close</strong> the editor:
<ul>
<li><strong>If using nano</strong>: Press <code>Ctrl+X</code>, then <code>Y</code>, then <code>Enter</code></li>
<li><strong>If using vim</strong>: Press <code>Esc</code>, type <code>:wq</code>, then <code>Enter</code></li>
<li><strong>If using VS Code</strong>: Save with <code>Ctrl+S</code> (or <code>Cmd+S</code> on Mac) and close the tab</li>
</ul></li>
</ol>
<table class="caption-top table">
<colgroup>
<col style="width: 25%">
<col style="width: 25%">
<col style="width: 25%">
<col style="width: 25%">
</colgroup>
<thead>
<tr class="header">
<th style="text-align: left;">Command</th>
<th style="text-align: left;">Shorthand</th>
<th style="text-align: left;">Description</th>
<th style="text-align: left;">When to Use It</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td style="text-align: left;"><code>pick</code></td>
<td style="text-align: left;"><code>p</code></td>
<td style="text-align: left;">Keep the commit as is</td>
<td style="text-align: left;">For commits you want to preserve</td>
</tr>
<tr class="even">
<td style="text-align: left;"><code>squash</code></td>
<td style="text-align: left;"><code>s</code></td>
<td style="text-align: left;">Combine with the commit above, keep both messages</td>
<td style="text-align: left;">When you want to merge commits but review the messages</td>
</tr>
<tr class="odd">
<td style="text-align: left;"><code>fixup</code></td>
<td style="text-align: left;"><code>f</code></td>
<td style="text-align: left;">Combine with the commit above, discard this message</td>
<td style="text-align: left;">For quick fixes where the message isn’t important</td>
</tr>
<tr class="even">
<td style="text-align: left;"><code>drop</code></td>
<td style="text-align: left;"><code>d</code></td>
<td style="text-align: left;">Remove the commit entirely</td>
<td style="text-align: left;">For commits you want to delete</td>
</tr>
</tbody>
</table>
</section>
<section id="step-3-write-your-new-commit-message" class="level3">
<h3 class="anchored" data-anchor-id="step-3-write-your-new-commit-message">Step 3: Write Your New Commit Message</h3>
<p>After closing the first editor, Git will automatically open another editor window showing all the commit messages from your squashed commits. Here’s what to do:</p>
<ol type="1">
<li><strong>Review the existing messages</strong> - You’ll see all four commit messages listed</li>
<li><strong>Delete or edit</strong> the messages to create one clear, comprehensive message</li>
<li><strong>Lines starting with <code>#</code> are comments</strong> - Git will ignore these</li>
<li><strong>Write your new message</strong>:</li>
</ol>
<pre><code>feat: Add patient demographics EDA

- Added patient ID column with validation
- Implemented exploratory data analysis for patient demographics  
- Includes data cleaning and initial visualizations</code></pre>
<ol start="5" type="1">
<li><strong>Save and close</strong> the editor using the same method as Step 2</li>
</ol>
</section>
<section id="step-4-verify-your-work-in-rstudio" class="level3">
<h3 class="anchored" data-anchor-id="step-4-verify-your-work-in-rstudio">Step 4: Verify Your Work in RStudio</h3>
<p>Once you’ve completed the rebase:</p>
<ol type="1">
<li><strong>Check the Terminal output</strong> - You should see “Successfully rebased and updated refs/heads/your-branch-name”</li>
<li><strong>Look at the Git pane</strong> - RStudio will automatically refresh and show your new, clean commit history</li>
<li><strong>Verify with git log</strong>: In the Terminal, run <code>git log --oneline</code> to see your single, clean commit instead of the four messy ones</li>
<li><strong>Test your code</strong> - Run your R scripts to make sure everything still works correctly</li>
</ol>
</section>
<section id="step-5-push-your-rebased-changes" class="level3">
<h3 class="anchored" data-anchor-id="step-5-push-your-rebased-changes">Step 5: Push Your Rebased Changes</h3>
<p>After successfully rebasing your local commits, you need to push them to the remote repository. <strong>This step applies when you’ve rebased commits that were already pushed to your feature branch.</strong></p>
<p>If you only rebased local (unpushed) commits, a regular <code>git push</code> will work fine. But when you’ve rewritten commits that are already on <code>origin/&lt;your-branch&gt;</code>, you’ll see a scary error message like:</p>
<pre><code>On branch example
Your branch and 'origin/example' have diverged,
and have 6 and 2 different commits each, respectively.
  (use "git pull" to merge the remote branch into yours)</code></pre>
<p><strong>⚠️ DO NOT run <code>git pull</code> at this point!</strong> Doing so will merge the old remote commits back into your branch, undoing all your lovely rebase work.</p>
<p>Instead, you need to use:</p>
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb7-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">git</span> push <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--force-with-lease</span></span></code></pre></div></div>
<p><strong>Why <code>--force-with-lease</code> instead of <code>--force</code>?</strong></p>
<ul>
<li><code>--force</code> will overwrite the remote branch regardless of what’s there</li>
<li><code>--force-with-lease</code> is safer - it checks that nobody else has pushed changes to the remote branch since you last fetched it</li>
<li>If someone else has pushed changes, <code>--force-with-lease</code> will reject your push and warn you, preventing accidental overwrites</li>
</ul>
<p><strong>In RStudio:</strong></p>
<ol type="1">
<li>Open the <strong>Terminal</strong> tab</li>
<li>Run <code>git push --force-with-lease</code></li>
<li>Check the <strong>Git pane</strong> - your branch should now be in sync with the remote</li>
</ol>
<div class="callout callout-style-default callout-important callout-titled">
<div class="callout-header d-flex align-content-center">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
Important
</div>
</div>
<div class="callout-body-container callout-body">
<p><strong>Only use <code>--force-with-lease</code> on your own feature branch.</strong> Never force-push to shared branches like <code>main</code> or branches where others are actively collaborating. See “The Golden Rule of Rebase” below for the full picture.</p>
<p>If your branch is protected on the remote, the push will be rejected. This is expected. Instead, open a pull request and merge through the normal review process.</p>
</div>
</div>
</section>
</section>
<section id="the-golden-rule-of-rebase" class="level2">
<h2 class="anchored" data-anchor-id="the-golden-rule-of-rebase">The Golden Rule of Rebase</h2>
<p><strong>⚠️ Never rebase commits that have been pushed to a shared repository.</strong></p>
<p>This is the most important rule to remember. Rebasing rewrites commit history by changing commit hashes. If you rebase commits that others have already pulled, you’ll create divergent histories that are difficult to reconcile.</p>
<p><strong>Safe to rebase:</strong></p>
<ul>
<li>Local commits that haven’t been pushed yet</li>
<li>Feature branches that only you are working on</li>
<li>Commits on your personal fork before creating a pull request</li>
</ul>
<p><strong>Never rebase:</strong></p>
<ul>
<li>The <code>main</code> or <code>master</code> branch</li>
<li>Any branch that others have pulled from</li>
<li>Commits that have been pushed to a shared repository</li>
</ul>
<p><strong>RStudio tip</strong>: In the Git pane, you can see which commits have been pushed (they appear differently from unpushed commits), helping you follow the golden rule safely.</p>
</section>
<section id="troubleshooting-in-rstudio" class="level2">
<h2 class="anchored" data-anchor-id="troubleshooting-in-rstudio">Troubleshooting in RStudio</h2>
<p><strong>If something goes wrong during rebase:</strong></p>
<ol type="1">
<li><p><strong>Don’t panic!</strong> Git keeps a history of all operations</p></li>
<li><p><strong>In RStudio’s Terminal</strong>, you can undo the rebase:</p>
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb8" style="background: #f1f3f5;"><pre class="sourceCode bash code-with-copy"><code class="sourceCode bash"><span id="cb8-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">git</span> reflog</span>
<span id="cb8-2"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">git</span> reset <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">--hard</span> HEAD@{1}</span></code></pre></div></div></li>
<li><p><strong>The Git pane will refresh</strong> to show your original commit history</p></li>
<li><p><strong>Your R files remain safe</strong> - rebase only changes commit history, not your actual code</p></li>
</ol>
<p><strong>Before rebasing, always:</strong></p>
<ul>
<li>Ensure your working directory is clean (no uncommitted changes in the Git pane)</li>
<li>Make sure you’re on the correct branch</li>
<li>Consider making a backup branch: <code>git branch backup-branch-name</code></li>
</ul>
</section>
<section id="conclusion" class="level2">
<h2 class="anchored" data-anchor-id="conclusion">Conclusion</h2>
<p><code>git rebase</code> is a powerful tool for maintaining a clean and clear commit history, which in turn leads to better collaboration and more robust data science projects. By using it to squash your smaller, work-in-progress commits, you can ensure that your project’s history is a readable and accurate record of your progress. It’s a key practice for any data scientist aiming for <strong>reproducibility</strong> and a professional workflow.</p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Git</category>
  <category>RStudio</category>
  <guid>https://nhsrcommunity.com/blog/git_rebase.html</guid>
  <pubDate>Thu, 18 Sep 2025 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/git_rebase_preview.png" medium="image" type="image/png" height="95" width="144"/>
</item>
<item>
  <title>Positron for Product Owners</title>
  <link>https://nhsrcommunity.com/blog/positron_for_product.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p><img src="https://nhsrcommunity.com/blog/img/PST-Blog-PositronforProductOwners-A.jpg" class="img-fluid" alt="A data scientist working and an inset of the Positron IDE"></p>
<p>The clever cookies at Posit (creators of RStudio) recently released Positron, their new ‘next generation’ integrated development environment (IDE), after 2+ years of development. This software is multilingual, and will look familiar to those who have used VSCode in the past. It has been created to build upon the successes of RStudio for statistical computing and graphics, to create a seamless workflow for the development of data science projects. It’s a lovely piece of software that I’ve recently started working with and is providing me with some useful features to help in my role as a product owner. I wanted to give a little round-up of what I’ve found useful with it so far, for someone whose daily tasks differ from standard data science or analysis (but includes elements of both).</p>
<p>Firstly, what do I mean by a ‘product owner’? I’ll keep this brief since there is already so much out there that eloquently <a href="https://www.scrum.org/resources/what-is-a-product-owner">describes this role</a> and its relationship with others in the <a href="https://agilealliance.org/agile101/">Agile</a> universe. Essentially, my job is to ensure our data science team is building the right thing, at the right time, for our customers.<br>
The data science team’s time is spent marshalling their wizardry (as it seems to me) to write code, create packages, and curate workflows to meet the requirements for the tasks at hand. My job is to make sure those tasks are the right ones for meeting customer needs. This involves a lot of thinking about stakeholder requirements, translating them to a prioritised list of tools or functionality elements that will truly answer their questions, gathering and assessing user feedback, improving the user experience, and trying to find the sweet spot where the time, money and effort spent on development is appropriate for the value of the new thing for the customer.</p>
<p>I’m a data scientist myself, with a background in R and Python. I love writing code and building R packages and have done so in RStudio for some time now. A product owner’s working week is more focused on planning, prioritising, prioritising again, thinking about processes, documenting decisions and so forth.<br>
But to contribute to our team’s work I also write little bits of code, write documentation, create diagrams and infographics, undertake some QA, review PRs and so forth. Positron has made many of these elements easy and smooth. Here’s a round-up of the ways Positron is helping me with the day job:</p>
<section id="curating-the-product-backlog" class="level2">
<h2 class="anchored" data-anchor-id="curating-the-product-backlog">Curating the product backlog</h2>
<p>This is probably my favourite thing about Positron. The GitHub interface in RStudio was ok, but I still found myself using the command line, which felt like it interrupted my flow of work to a degree. Positron provides for the ability to never have to leave the IDE. Once you have authenticated your GitHub account in Positron, you can click the GitHub icon in the activity panel to see all the pull requests and issues for that repo. You can create PRs from that menu too – it’s all self-explanatory and works really well. Clicking on one of your repo issues will also open it as an additional tab in the editor pane, and you can interact with it there just as you would at github.com! No need to have browsers and shells open, it’s all just there. This helps my workflow massively, allowing me to keep my train of thought going.</p>
<p><img src="https://nhsrcommunity.com/blog/img/image1-391x1024.png" class="img-fluid" alt="Screenshot of the Positron IDE Source Control panel" width="300"></p>
</section>
<section id="writing-plans-and-processes-and-sharing-them" class="level2">
<h2 class="anchored" data-anchor-id="writing-plans-and-processes-and-sharing-them">Writing plans and processes and sharing them</h2>
<p>Quarto, which is already bilingual, is the tool I use to write meeting notes, lists and plans, all within a locally version-controlled Quarto book. The whole book is searchable, so it’s easy to find the notes I’m looking for, and Positron makes working with Quarto very easy. Positron comes with a bootstrapped Quarto extension and the CLI is bundled with Positron, so no extra setup is needed. I can create my planning documents, with nice mermaid flow diagrams and such, and I can publish them easily from Positron to share with my team. I’ve written a package that I can use within the IDE to automatically append notes to any of the .qmd pages of my notes book. I can even create diagrams and charts in the IDE, and save them into my notes. If the diagram is complex, I can append the code chunks and output to my book too, since that’s what Quarto is great at.</p>
<p><img src="https://nhsrcommunity.com/blog/img/image2.png" class="img-fluid" alt="Screenshot of the Positron IDE showing a Quarto document"></p>
<p>I love Positron’s feature that allows scrolling back through the iterations of a plot too, which makes rolling the code back to a preferred solution nice and simple.</p>
<p><img src="https://nhsrcommunity.com/blog/img/image3.png" class="img-fluid" alt="Screenshot of the Positron IDE plotting pane"></p>
</section>
<section id="testing-new-functionality-and-ux" class="level2">
<h2 class="anchored" data-anchor-id="testing-new-functionality-and-ux">Testing new functionality and UX</h2>
<p>I need to understand how our products are experienced by our users, so it helps me to run our apps in development locally. Using Positron allows me to use a very similar workflow to my familiar RStudio one, including using {devtools} for documenting and running package checks and using devtools::load_all() to test out new functionality locally. In addition to this, Positron makes working with tests really simple (which is saying something coming from me!). The ‘testing’ icon in the activity pane opens a dedicated interface sidebar, which neatly displays your tests and their results (provided you are in a package folder). It lets you easily rerun failing tests, see their error messages, and rerun batches of tests or all tests at once. This is a really great addition to the IDE.</p>
<p><img src="https://nhsrcommunity.com/blog/img/image4.png" class="img-fluid" alt="Screenshot of the Positron IDE testing pane" width="300"></p>
</section>
<section id="juggling-many-projects" class="level2">
<h2 class="anchored" data-anchor-id="juggling-many-projects">Juggling many projects</h2>
<p>I flit between projects often. Double-clicking the R Project file allows you to start a new RStudio session with the project already loaded. But there is no direct equivalent of the .Rproj file for Positron.<br>
This is a little jarring at first, but opening a folder to begin working in a project is a familiar workflow with VSCode.<br>
I wanted a quick and easy way to switch between projects, and have found the Project Manager Extension useful for this. It creates a new multi-folder icon in the activity pane, which when clicked gives a neat overview of saved projects (folders), which I can tag easily to bundle together related projects. Lovely!</p>
<p><img src="https://nhsrcommunity.com/blog/img/image5.jpg" class="img-fluid" alt="Screenshot of the Positron IDE Extension Marketplace" width="300"></p>
</section>
<section id="helpers-for-doing-good-data-science" class="level2">
<h2 class="anchored" data-anchor-id="helpers-for-doing-good-data-science">Helpers for doing good data science</h2>
<p>I don’t want to lose my skills as a data scientist; I like to dabble and make useful tools for myself, and very occasionally I get my hands dirty writing code with the team. Positron is helping me write better code, quickly, which helps me look like a data scientist (I hope!). My favourite features so far are having my code formatted automatically when I save an R or Quarto file by the excellent Air formatter (shipped as standard with Positron), using <a href="https://positron.posit.co/migrate-rstudio-code.html#r-snippets">code snippets</a> to get the syntax of common functions right first time, and the cool multi-cursor for editing in multiple places at once!</p>
<p><img src="https://nhsrcommunity.com/blog/img/image6.png" class="img-fluid" alt="Screenshot of the Positron settings.json file"></p>
<p><img src="https://nhsrcommunity.com/blog/img/Untitled-design.gif" class="img-fluid" alt="Animation showing the use of multicursor functionality" width="300"></p>
<p>Overall, Positron feels like a nice place to be. I’m finding it to be an IDE that helps with so many aspects of being a product owner, and that can only help us to keep building the right thing at the right time.</p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>R</category>
  <category>Positron</category>
  <category>Git</category>
  <guid>https://nhsrcommunity.com/blog/positron_for_product.html</guid>
  <pubDate>Tue, 09 Sep 2025 00:00:00 GMT</pubDate>
</item>
<item>
  <title>Predictive Analytics within healthcare - XG Boost models for inpatient fall risk predictions</title>
  <dc:creator>Joseph Mosley</dc:creator>
  <link>https://nhsrcommunity.com/blog/Predictive_Analytics_Within_Healthcare-XGBoost.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><section id="introduction" class="level2"><h2 class="anchored" data-anchor-id="introduction">Introduction</h2>
<p>Hi! This blog post acts as a follow up to my previous entry to the NHS-R Community website, regarding the use of <a href="https://nhsrcommunity.com/blog/predictive-analytics.html">random forest models to predict a patient’s length of stay</a>. This time, the aim was to classify a patient as either “at risk” or “not at risk” of falling as an inpatient, utilising the XG Boost technology available within R. The classification depended on a variety of predictor variables, agreed with a senior digital nursing colleague working within the same acute trust as me. The intention behind this project was to see how accurately a patient could be classified into a fall risk category, using the agreed predictor variables. The goals and proposed methodology of this project were established after discussions with the previously mentioned senior digital nursing colleague, in which we set out to determine what the most appropriate way to approach this task would be regarding a clinical perspective, variable selection and potential clinical use cases. The accuracy of the eventually completed model was assessed through predictions on a testing data set, where the model was used to classify patients as either at risk of falling or not. This prediction was then compared with the actual fact of whether each specific patient did experience a fall during their inpatient spell or not. The testing data set for this accuracy assessment was a section of the primary data set used for this project, as the primary data set was split into both a training and testing section.</p>
<p>As mentioned within my previous predictive analytics post (linked above), this blog post is not intended to be a comprehensive guide on how to approach a machine learning task within R, best practice for utilising XG Boost or a complete overview of all of the relevant considerations necessary for such a project. This blog post is intended to act as an overview of how I approached this specific project, that hopefully potential readers might find interesting. The considerations and methods discussed within this blog post are specific to the context of this project only. If you are thinking about undertaking a similar machine learning project, you should seek the relevant guidance to do so.</p>
</section><section id="data-set-preparation-and-variable-selection" class="level2"><h2 class="anchored" data-anchor-id="data-set-preparation-and-variable-selection">Data Set Preparation and Variable Selection</h2>
<p>For this project, the variables used were discussed with the previously mentioned senior digital nursing colleague prior to the development and testing of the model. The features were chosen as it was thought that they would act as ideal predictor variables for whether or not an inpatient may experience a fall. The final predictor variables used in the model were as follows, “Sex”, “Non-Elective Stay”, “Dementia Diagnosis”, “Current Delirium”, “Parkinson’s Diagnosis”, “Current Low Blood Pressure”, “Previous Fall Flag” and “Age Category”. A positive to using these particular variables was that they were all readily available in internal electronic patient record systems.</p>
<div class="callout callout-style-simple callout-note">
<div class="callout-body d-flex">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-body-container">
<p>While these predictor variables were the final ones utilised within this model, they were not the only ones considered from the start of the project. This is discussed in more detail later, within the section “Performance and Challenges”.</p>
</div>
</div>
</div>
<p>In order to transform and clean this data into an appropriate format, a SQL query was used to retrieve all of the relevant fields from the necessary electronic patient record systems and wrangle this into the data set that would eventually be used in the project. Next, this data was saved as a CSV file and used to train the model within the primary R script.</p>
<p>As the input for this specific model needed to be numeric, “one hot encoding” was once again used to create a numeric column for each value within the categorical variables. This encoding was performed within the R script itself.</p>
</section><section id="model-creation" class="level2"><h2 class="anchored" data-anchor-id="model-creation">Model Creation</h2>
<p>This model was created in R using the following packages, “tidyverse”, “xgboost” and “caret”. The primary data set was initially imported into R as a CSV, this file is referred to in the example script below as “CSV File”. The data was then encoded using the function “dummyVars”, with any irrelevant columns then removed. For this project, the data was split into a training section containing 70% of the initial data and a testing section containing 30% of the initial data.</p>
<p>Following this, the optimal number of rounds and the maximum depth of the model were established. This was done through gradual adjustments to each of these values, with improvements and drops in performance and prediction quality noted. In the example script provided below, “x” would be replaced by the depth and “y” would be replaced by the number of rounds. Once the model was trained, the accuracy and recall was then assessed through a confusion matrix. As this was a heavily imbalanced data set, where a much larger proportion of patients did not experience a fall compared to those that did, the threshold for classification needed to be altered from the default value in order to receive meaningful and useful predictions. Within the example script, “t” would be replaced by the specific threshold value determined to be optimal for classification. For this project, the threshold was eventually decided through a process of gradual alterations, with improvements and drops within the accuracy and recall scores of the model noted.</p>
<div class="callout callout-style-simple callout-warning">
<div class="callout-body d-flex">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-body-container">
<p>As mentioned within my previous predictive analytics post, I established a seed within the R script using the set.seed() function, in order to ensure that the results were reproducible.</p>
</div>
</div>
</div>
<p>The example script showing how this project was approached within R is shown below.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#LOAD LIBRARIES</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://tidyverse.tidyverse.org">tidyverse</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://github.com/dmlc/xgboost">xgboost</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> </span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://github.com/topepo/caret/">caret</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> </span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#SET SEED SO THAT RESULTS ARE REPRODUCIBLE</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/Random.html">set.seed</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">200</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#IMPORT DATA</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/utils/read.table.html">read.csv</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CSV File"</span>, header<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">T</span>, stringsAsFactors<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">T</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#CHECK INITIAL DATA</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">glimpse</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#ENCODE DATA</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">dmy</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dummyVars</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">" ~ ."</span>, data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">encoded_data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/data.frame.html">data.frame</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/stats/predict.html">predict</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">dmy</span>, newdata <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">encoded_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Fall.Y</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/factor.html">as.factor</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">encoded_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Fall.Y</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">formatted_data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/subset.html">subset</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">encoded_data</span>, select <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Fall.N</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#CHECK FORMATTED DATA</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">glimpse</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">formatted_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#DATA SPLIT INTO TRAINING (70%) AND TESTING (30%)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">parts</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">createDataPartition</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">formatted_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Fall.Y</span>, p <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>, list <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">F</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">train</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">formatted_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">parts</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">formatted_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">parts</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#PREDICTOR AND RESPONSE - TRAINING</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">train_x</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/data.matrix.html">data.matrix</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">train</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">21</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">train_y</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/data.matrix.html">data.matrix</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">train</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span>,<span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">21</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#PREDICTOR AND RESPONSE - TESTING</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test_x</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/data.matrix.html">data.matrix</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">21</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test_y</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/data.matrix.html">data.matrix</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">21</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#FINAL TRAINING AND TESTING</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">xgb_train</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">xgb.DMatrix</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">train_x</span>, label <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">train_y</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">xgb_test</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">xgb.DMatrix</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test_x</span>, label <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test_y</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#SAMPLE MODEL</span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#X WOULD BE THE MAXIMUM DEPTH</span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#Y WOULD BE THE NUMBER OF ROUNDS</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">depth</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">x</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">rounds</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">y</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">final</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">xgboost</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">xgb_train</span>, max.depth <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">depth</span>, nrounds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">rounds</span>, verbose <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, objective<span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">'binary:logistic'</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#MAKE FINAL PREDICTIONS ON TEST DATA</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pred_test</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/stats/predict.html">predict</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">final</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">xgb_test</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#ASSESS ACCURACY</span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#T WOULD BE THE IDEAL THRESHOLD FOR CLASSIFICATION, DETERMINED AFTER TESTING</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">threshold</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">t</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">a</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/factor.html">as.factor</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">test_y</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">b</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/factor.html">as.factor</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">if_else</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pred_test</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">threshold</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">CONFUSION_MATRIX</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/table.html">table</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>Test_Value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">a</span>, Prediction_Value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">b</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">CONFUSION_MATRIX</span></span></code></pre></div></div>
</div>
</section><section id="performance-and-challenges" class="level2"><h2 class="anchored" data-anchor-id="performance-and-challenges">Performance and Challenges</h2>
<p>As the data set behind this model was quite heavily imbalanced, one of the solutions used to attempt to overcome this was to manually alter the balance of the training section of the data set through “oversampling” and “undersampling”. While this did result in reasonably high accuracy scores, it is believed that an unintended consequence of this was that “overfitting” took place. This conclusion was reached as predictions in testing were not generally in line with what was expected, despite the reasonably high accuracy scores. Due to this, the original data set balance was used, with a lowered threshold for classification (as previously mentioned). One of the key variables believed to have contributed to the overfitting issue was age, when used in a continuous, numeric format. Performance was generally better when age was altered to present as a categorical field, for example, 0-18 rather than a specific numeric value. While the issue of overfitting seemed to be a lot less prevalent by the end of the project, as predictions were more consistent with what would be expected, it is important to note that this does not mean there was absolutely no overfitting present within the model still.</p>
<p>As previously mentioned, certain variables originally considered were eventually removed from the data set and not included within the final version of the model. This is because they were determined to generally not be good predictor variables within the context of this specific data set and model. They may have actually been hindering the overall performance of the model. The variables removed were “Current Dizziness”, “Current Elevated Heart Rate”, “Current Visual Impairment” and “Current Incontinence”. While these variables were determined to not be good predictors within this particular project, they could still potentially be useful within another setting and context for the same purpose of predicting fall risk.</p>
<p>For the variables utilised within the final model, a chart is shown below visualising the feature importance of all those still included. The plot was created using the package “ggplot2”. The R script for this plot is also shown below, the script presumes that the model has already been created, as the model “final” from the previous script shown is referenced.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#LOAD LIBRARIES</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://ggplot2.tidyverse.org">ggplot2</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#FEATURE IMPORTANCE</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">model_feature_importance</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">xgb.importance</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>model <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">final</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">model_feature_importance</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">model_feature_importance</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">arrange</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">desc</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Gain</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#FEATURE IMPORTANT PLOT - GGPLOT2</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ggplot</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">model_feature_importance</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">aes</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/stats/reorder.factor.html">reorder</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Feature</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Gain</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>, y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Gain</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">geom_bar</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>stat <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"identity"</span>, fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"red"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">coord_flip</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">labs</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>title <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Feature Importance (Gain) Within Model"</span>, x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Variable"</span>, y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Feature Importance"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">theme_light</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
<p><strong>Plot Of Feature Importance</strong></p>
<p><img src="https://nhsrcommunity.com/blog/img/Feature_Importance.png" class="img-fluid" width="492"></p>
<p>The performance of the XG Boost model was compared with a Logistic Regression model and a Random Forest model, both also created in R using the same data set. Overall, the XG Boost model seemingly returned a better accuracy and gave higher quality predictions with this specific data set than either of the other classification methods.</p>
<p>As an inpatient fall could be considered to be rather awkward to predict, in that multiple patients that did not fall could theoretically be admitted with the exact same values as a patient that did fall, a goal of achieving an overall accuracy and recall score of 70% was set for this specific project. Precision, while very important for some projects, was not deemed to be a priority over recall and overall accuracy for this specific project. This is because the impact of a false positive (being a patient predicted to fall that did not actually fall) would be more acceptable in the context of this project than a false negative (being a patient that did fall but was predicted not to). The final accuracy score for this project was 69.39%, while the recall score was 67.83%.</p>
</section><section id="interactivity-for-users" class="level2"><h2 class="anchored" data-anchor-id="interactivity-for-users">Interactivity For Users</h2>
<p>Similarly to the previously mentioned Random Forest prediction project, it was thought that users would need a way to simply interact with the model to input values and receive their predictions. For this, I created a shiny app that would allow users to utilise check boxes to input the various predictor values for a hypothetical patient. The app would then produce a fall risk classification based on these predictor values using the model. In theory, this app would be hosted and accessed internally within a trust, for relevant staff to use for predictions. Below, a screenshot is shown of an example of the final output of the app based on the predictor values entered. In this case, the model predicted that the patient would be a fall risk.</p>
<p><strong>Screenshot Of App</strong></p>
<p><img src="https://nhsrcommunity.com/blog/img/App.png" class="img-fluid" width="300"></p>
</section><section id="considerations-and-notes" class="level2"><h2 class="anchored" data-anchor-id="considerations-and-notes">Considerations and Notes</h2>
<p>. If such a model were to ever be used for clinical purposes, it would require further validation to absolutely ensure that the performance was to a high standard and that predictions were meaningful. As previously mentioned, there may have still been overfitting present within the final version of this model, even if this was to a lesser extent than it would have otherwise been if the relevant corrections and amendments had not been made.</p>
<p>. While I opted to use an XG Boost model created specifically within R for this project, it should be noted that alternative classification methods and other tech stacks could have also been used to develop a similar model.</p>
<p>. When utilising patient data for such a model, there are obvious information governance considerations necessary. The data set used to create this model was limited to only variables that were utilised for predictions, no unnecessary information was extracted. Additionally, this data was wrangled, stored and analysed on the trust’s internal network only.</p>
<p>. My role within my organisation is not explicitly that of a “Data Scientist” or primarily a machine learning focused role, my current title is “Information Development Analyst”. While I have a keen interest in R, machine learning and the potential applications of this within the NHS, <strong><em>I am definitely not an authority</em></strong> in this area of healthcare analytics. The methods used for this undertaking are specific to the goals and context of this project only. If you are considering creating something similar within your own organisation, you should seek the relevant guidance to do so.</p>
<p>. Once the age variable had been altered to present in a categorical format, rather than as a continuous numeric value, it may have been more appropriate to utilise “ordinal encoding” rather than “one hot encoding” for this specific variable. However, a version of the model was created with this applied as an alternative and this did not appear to impact the performance of the model. Nevertheless, I plan to eventually create a second version of the model with this considered, along with more recent data included, as the time period for admissions within the data set used for this project was the 1st January 2021 - 31st December 2024.</p>
<p>. Throughout this blog post, I have continually referred to a senior digital nursing colleague who had valuable input into this project from a clinical perspective, particularly for considering potential clinical use cases and initial variable selection. Thanks Hannah for your contribution to this project!</p>
</section><section id="final-thoughts" class="level2"><h2 class="anchored" data-anchor-id="final-thoughts">Final Thoughts</h2>
<p>Thank you for taking the time to read this post! I hope you have found it as interesting as I found undertaking the project itself.</p>
<p>There are certainly untapped applications for prediction models, similar to the one described in this post, to be created and implemented throughout the NHS and healthcare analytics more generally for a variety of clinical and non-clinical use cases. Some organisations may already have large amounts of resources dedicated to the development and implementation of internal prediction models, while others may not have started to explore the possibilities and potential benefits of this yet. Each organisation looking to implement predictive analytics would likely benefit in unique ways, depending on where attention and resources were focused. Wherever these models are implemented, it is obviously imperative that they are done so with care and extensively checked before they are allowed to influence any potential decisions within a healthcare organisation. As this technology has become more accessible through open source tech stacks (such as R and Python) and more digestible through the increased availability of online resources, I am personally excited to see any further developments, particularly within the NHS and wider healthcare space.</p>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Predictive Analytics</category>
  <category>Machine Learning</category>
  <guid>https://nhsrcommunity.com/blog/Predictive_Analytics_Within_Healthcare-XGBoost.html</guid>
  <pubDate>Sat, 14 Jun 2025 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/preview.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>The importance of community in NHS data science</title>
  <dc:creator>Claire Welsh</dc:creator>
  <link>https://nhsrcommunity.com/blog/Community_in_data_science.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p>I was alerted to the news of NHS England’s fate by my phone pinging a news app alert to me mid-meeting.<br>
I try to avoid such distractions, but for obvious reasons this one caught my eye.<br>
For a moment I was incredulous. “That’s not what they mean, surely. I mean, they can’t, can they?!”.</p>
<p>I joined the NHS much more recently than most of my colleagues, but I started by joining an organisation that had barely begun to settle into its new home in NHS Digital before the announcement came that we’d be moving into NHS England.<br>
NDRS, my previous team, had been part of Public Health England, which was disbanded during the pandemic.<br>
I loved that job but left late last year to pursue my current role in The Strategy Unit.<br>
Therefore, the recent news left me feeling a mix of vertigo and deep exhaustion on behalf of my ex-colleagues for having to undergo such big change again, along with relief that I’d left when I did (plus a good dose of guilt for feeling relieved).</p>
<p>I joined the NHS, as so many of us did, because I need to feel a sense of genuine impact from my work. We’re surrounded by evidence of need: long waiting lists, chronic diseases, burned-out clinical staff, growing populations, desperate inequalities and terrifying headlines. We have what we need to fix these issues. We really do. Thousands of motivated, caring, skilled medical staff, mind-bending amounts of world-class health data, and the modern tools that can squeeze every drop of truth and value from those data. But NHS data and computing tools are useless without energetic and skilful analysts and data scientists.</p>
<p>Medicine is an evidence-based profession. With something as important as our health and lives, we cannot rely on guesswork, assumptions, or our biases. We look to data to answer the big questions. But we ask these questions because we feel empathy for patients and their families. I’m worried that the analytical workforce we rely upon to do a lot of the hard work of turning data into better health outcomes, are themselves in need of empathy right now.</p>
<p>Organisational change is very disruptive, time consuming, and exhausting. Those who are now fearing for their jobs may be feeling undervalued and vulnerable. I can’t comment on the necessity of the government’s choice, as its very far above my pay grade.<br>
But I am confident that many colleagues in analytics and data science would benefit from a sense of community and mutual support.</p>
<p>Since 2018, the NHS-R community has been a friendly, values-led group of NHS (plus public sector and more) employees intent on doing the best thing for patients with the best data, in the best way.<br>
The community has supported analytics and data science by providing training, resources and crucially, positive spaces to talk, share problems, swap tips and revel in the magic of coding. It’s all delightfully nerdy. The community has also received a good deal of recognition for its efforts, including this from the 2022 <a href="https://www.gov.uk/government/publications/better-broader-safer-using-health-data-for-research-and-analysis/better-broader-safer-using-health-data-for-research-and-analysis">Goldacre review</a>:</p>
<p><em>“The NHS-R community – with its welcoming and supportive ethos – provides an excellent entry point for those looking to begin learning the benefits of working with modern, open and collaborative data science tools, and those looking to further develop their skills by accessing the expertise in the community.”</em></p>
<p>Through the community’s Slack group, and the direct links to other community members I have forged through it, I’ve been able to chat, commiserate, vent, argue and de-stress with like-minded colleagues from across the NHS. I hugely value this, and I know many others do too. Feeling supported and included is a human need, and when work can be tough, leaning into these types of communities can offer genuine positivity and relief.</p>
<p>So, my advice to anyone in the NHS or wider public sector, who codes or aspires to, for health and care analysis, is to join the community. Make use of it. Post questions in the <a href="https://nhsrcommunity.slack.com/">Slack</a>. Come along to <a href="https://nhsrway.nhsrcommunity.com/community-handbook.html">Coffee and Code</a>. Read our <a href="https://nhsrcommunity.com/blog/">blogs</a>. Give yourself the space to use our resources to fall down an interesting <a href="https://github.com/nhs-r-community">rabbit hole or two</a>. Reach out to community members, offer support to others. Be <a href="https://nhsrcommunity.com/get-involved.html">part of NHS-R</a>. The wonderful nerdy content is fantastic, but community is the real point.</p>



<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>NHS-R</category>
  <guid>https://nhsrcommunity.com/blog/Community_in_data_science.html</guid>
  <pubDate>Mon, 31 Mar 2025 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/WOCinTech.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Predictive Analytics within healthcare - Random Forest models for predicting length of stay</title>
  <dc:creator>Joseph Mosley</dc:creator>
  <link>https://nhsrcommunity.com/blog/predictive-analytics.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><section id="introduction" class="level2"><h2 class="anchored" data-anchor-id="introduction">Introduction</h2>
<p>Hi! This is my first blog post here and I’m excited to have the chance to share my thoughts with you on this topic, as it is something that has seemingly exploded in popularity over the last few years. For context, I currently work as an “Information Development Analyst” within an acute NHS trust. So naturally, I’m constantly exploring new ways of working within healthcare analytics and business intelligence, as well as aspects of data and technology that I might just think are interesting! This post specifically focuses on predictive analytics within R and my journey developing a prediction model within my organisation.</p>
<p>Machine learning for predictive analytics is becoming increasingly popular (and essential) throughout healthcare, particularly within the NHS. Machine learning models within healthcare can be successfully deployed for a variety of use cases. This area of healthcare analytics is constantly growing as new techniques become more prevalent and machine learning resources become more accessible to information professionals based within NHS organisations. While some of these solutions are deployed on a large scale and require the investment of an abundance of time and money, smaller scale models can often be developed in-house, taking advantage of the wide array of tools that R has on offer for machine learning. In this example, I will show how I developed a random forest model to predict whether or not a patient’s length of stay was going to be less than (&lt;) or greater-than or equal-to (&gt;=) 7 days. The data used to train such a model would be available for most data analysts within the NHS through their trust’s internal electronic patient record systems.</p>
<p>The code shown for this particular machine learning task is specific to the context and model discussed in this blog post. This is not a comprehensive guide on how to approach a machine learning task within R or a complete overview of all the relevant considerations necessary. While I hope that readers find this post interesting, anyone considering undertaking something similar should seek the relevant guidance to do so.</p>
<div class="callout callout-style-simple callout-note callout-empty-content callout-titled">
<div class="callout-header d-flex align-content-center">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
<span class="screen-reader-only">Note</span>The objective of this model is to classify whether or not a patient’s length of stay will be &lt; or &gt;= 7 days, rather than predicting the exact number of days!
</div>
</div>
<div class="callout-body-container callout-body">

</div>
</div>
</section><section id="data-set-preparation-variable-selection" class="level2"><h2 class="anchored" data-anchor-id="data-set-preparation-variable-selection">Data Set Preparation &amp; Variable Selection</h2>
<p>The variables used in the data set to train the model were selected as it was thought they would be useful as indicators for a patient’s length of stay. These included age, elective / non-elective admission, whether the patient was admitted from a nursing home or not, theatre records, the patient’s sepsis status and the presence of particular comorbidities (that is previous diagnosis of dementia, chronic obstructive pulmonary disease, heart failure and diabetes).</p>
<p>To allow the model to be trained on this data, all of the categorical variables had to be re-categorised using “one hot encoding”, where the values of each of these variables would then be represented in a separate column identified with a 1 or a 0. This alteration allows the input into the model to be numeric. As only categorical variables needed to be encoded, age did not need to be altered.</p>
<div class="callout callout-style-simple callout-note callout-empty-content callout-titled">
<div class="callout-header d-flex align-content-center">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
<span class="screen-reader-only">Note</span>For example Instead of the comorbidity columns stating “Yes” or “No” for each condition, this would be represented with separate columns. These columns would state whether the patient had each relevant diagnosis with a 1 for true and 0 for false.
</div>
</div>
<div class="callout-body-container callout-body">

</div>
</div>
</section><section id="preparation-of-model" class="level2"><h2 class="anchored" data-anchor-id="preparation-of-model">Preparation Of Model</h2>
<p>The R script used to prepare and evaluate this model utilised the following packages: “stats”, “dplyr” and “randomForest”. Initially, the data set was loaded into R from a CSV file and the columns checked (for example formatting and column names). In this example, the CSV file is referred to as “DATASET”. Following this, the data set is split into a testing section and a training section. For this I opted for a split of 70% training and 30% testing. Then, the random forest model is built, specifying that the field “Length.Of.Stay” is the variable I am looking to predict and that I want to make this prediction based on all of the other variables available in the data set. Lastly, the model accuracy is evaluated through a confusion matrix. This model presents an accuracy of 85.11%, when evaluating the predictions made from the testing data set.</p>
<div class="callout callout-style-simple callout-caution callout-empty-content callout-titled">
<div class="callout-header d-flex align-content-center">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
<span class="screen-reader-only">Caution</span>In this case, set.seed(x) is important in order to make your results reproducible. If a different seed number was used to re-train the model, your final accuracy score may differ, even though the same data set was used for training.
</div>
</div>
<div class="callout-body-container callout-body">

</div>
</div>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># load packages</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">stats</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://dplyr.tidyverse.org">dplyr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://www.stat.berkeley.edu/~breiman/RandomForests/">randomForest</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># set seed</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/Random.html">set.seed</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># dataset preparation</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/utils/read.table.html">read.csv</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"DATASET"</span>, header <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">TRUE</span>, stringsAsFactors <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">TRUE</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># check dataset</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/utils/head.html">head</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># split data into testing and training</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">index</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/sample.html">sample</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/nrow.html">nrow</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>, replace <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">TRUE</span>, prob <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.7</span>, <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.3</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># training</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Training</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">index</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># testing</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Testing</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Results</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">index</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># build model</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">MODEL</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">randomForest</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Length.Of.Stay</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">.</span>, data <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Training</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># evaluate model accuracy through a confusion matrix</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">LOS_Pred</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/stats/predict.html">predict</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">MODEL</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Testing</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Testing</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">LOS_Pred</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">LOS_Pred</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">CONFUSION_MATRIX</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/table.html">table</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Testing</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Length.Of.Stay</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Testing</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">LOS_Pred</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">ACCURACY</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/sum.html">sum</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/diag.html">diag</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">CONFUSION_MATRIX</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">/</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/sum.html">sum</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">CONFUSION_MATRIX</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">ACCURACY</span></span></code></pre></div></div>
</div>
</section><section id="interactivity-for-users" class="level2"><h2 class="anchored" data-anchor-id="interactivity-for-users">Interactivity For Users</h2>
<p>Once the model has been created and evaluated for usability, you may want to start thinking about potential methods to make the model accessible within your organisation. Ideally, a user would be able to input values for each variable into the model in as minimal clicks as possible. In this case, I experimented with a shiny application that would likely be the best way for users to input values into the model to receive a prediction.</p>
<p>However, it would not be ideal for the user to have to go through clinical notes and various systems to find the information they need for every variable. The solution arrived at for this issue was that a table would be created in SQL containing all of the relevant information for each variable, for any patients that have been admitted on the trust’s primary electronic patient record system. The relevant information for all of the variables would then be retrieved from various systems. This would be entirely managed within SQL. The data from SQL would be retrieved for use in R with the “odbc” package. In the example shown below, the table that contains a regularly updated feed of daily admissions is referred to as “[Database].[dbo].[Table]”.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># load package</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://odbc.r-dbi.org">odbc</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># connect to sql via odbc</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">myDSN</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"LOCAL_DSN_NAME"</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># define query</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">con</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dbConnect</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">odbc</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">odbc</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>, dsn <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">myDSN</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># define query</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">MyQuery</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"SELECT * FROM [Database].[dbo].[Table]"</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># run sql query</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">sql_result</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dbGetQuery</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">con</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">MyQuery</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
<p>Below, two examples are shown of test data inputted into the shiny app, one returning a prediction of “0-6 Days” and one returning a prediction of “7(+) Days”.</p>
<p><strong>0-6 Days</strong></p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/img/prediction-tool-less-7-days.jpg" class="img-fluid quarto-figure quarto-figure-center figure-img" alt="Screenshot of length of stay prediction tool input box with prediction less than 7"></p>
</figure>
</div>
<p><strong>7(+) Days</strong></p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/img/prediction-tool-7-days.png" class="img-fluid quarto-figure quarto-figure-center figure-img" alt="Screenshot of length of stay prediction tool input box with prediction of 7 or more days"></p>
</figure>
</div>
</section><section id="considerations" class="level2"><h2 class="anchored" data-anchor-id="considerations">Considerations</h2>
<p>Hosting for shiny applications is not currently widely available outside of public facing solutions, which would obviously not be appropriate for something such as this (that is information governance concerns).</p>
<p>Other machine learning model types available in R, such a “logistic regression” or “XGBoost” could have also been applied here for classification, as an alternative to random forest.</p>
<p>An NHS organisation may have developed similar machine learning models using alternative methods, such as python rather than R.</p>
</section><section id="final-thoughts" class="level2"><h2 class="anchored" data-anchor-id="final-thoughts">Final Thoughts</h2>
<p>If you are working within business intelligence or data analytics within a healthcare space, you have likely encountered some form of machine learning tool, whether this is something you have developed yourself or made use of from a third-party application. It’s important to acknowledge that there are different scales of how far a machine learning model can be implemented within an organisation. How far an NHS trust integrates such technology may entirely depend on their IT infrastructure, budget and resources. However, the machine learning tools available in R certainly lower the barriers to entry if an organisation did wish to incorporate these methods into their analytics. Lastly, while the technology for projects such as this has certainly become more accessible, the time and consideration regarding variable selection, model testing and performance evaluation is still fundamental for a model to be accurate in its predictions and therefore useful from an operational perspective.</p>
<p>Thank you for taking the time to read this. Hopefully you found this interesting (and potentially even useful)!</p>
<p><a href="https://st5.depositphotos.com/68501920/65007/i/450/depositphotos_650073840-stock-photo-minimal-marketing-strategy-concept-business.jpg">Image</a> from Stock Photos, Royalty Free Laptop with analytics Images | Depositphotos</p>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Predictive Analytics</category>
  <category>Machine Learning</category>
  <category>dplyr</category>
  <category>SQL</category>
  <guid>https://nhsrcommunity.com/blog/predictive-analytics.html</guid>
  <pubDate>Thu, 27 Feb 2025 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/computer-with-analytics.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>NHS-R Community GitHub Actions - spelling</title>
  <dc:creator>Zoë Turner</dc:creator>
  <link>https://nhsrcommunity.com/blog/github-action-spelling-check.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><p>Spell checking can be a really important feature of coding, particularly when creating reports, dashboards or websites. Some R solutions have spelling checks built into them, for example RStudio has a spell check function in the IDE (with underlining words that aren’t recognised in the Visual view) and <a href="https://github.com/ThinkR-open/golem"><code>Golem</code></a> (“a framework for building robust Shiny apps”) has the <code>spelling</code> R package built into it. But when you are creating reports at a fast pace or building dashboards in flexdashboards, Shiny or Quarto, then mistakes may get missed. Spelling, being what it is, can also be incredibly hard to spot: a dropped letter or a switch can be easily overlooked and if you have several files to check you will need a quick and reliable way to do this.</p>
<section id="github-actions" class="level2"><h2 class="anchored" data-anchor-id="github-actions">GitHub actions</h2>
<p>GitHub actions work, as the name suggests, on GitHub and are stored in the folder <code>.github</code> at the root (the main folder) of the Project. When a Pull Request is made to the main branch, which is good practice, you can trigger actions to flag up issues to resolve before merging.</p>
<p>Whilst it is possible to create GitHub actions using R, Python is a more usual language, particularly in places like the GitHub Marketplace which is where the <a href="https://github.com/marketplace/actions/run-pyspelling-as-a-github-action">PySpelling</a> can be found.</p>
<p>The <a href="https://github.com/nhs-r-community/NHSR-way/tree/main/.github/workflows">NHS-R Way</a> was one of the first repositories I tried out this GitHub Action and I needed 3 files:</p>
<ul>
<li>.wordlist.txt (in the main folder)</li>
<li>.spellcheck.yaml (in the main folder)</li>
<li>and in the folder <code>.github/workflows/</code> the file <code>spellcheck.yml</code>
</li>
</ul>
<div class="callout callout-style-default callout-note callout-titled">
<div class="callout-header d-flex align-content-center" data-bs-toggle="collapse" data-bs-target=".callout-1-contents" aria-controls="callout-1" aria-expanded="true" aria-label="Toggle callout">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
<span class="screen-reader-only">Note</span>Hidden files
</div>
<div class="callout-btn-toggle d-inline-block border-0 py-1 ps-1 pe-0 float-end"><i class="callout-toggle"></i></div>
</div>
<div id="callout-1" class="callout-1-contents callout-collapse collapse show">
<div class="callout-body-container callout-body">
<p>Files starting with a <code>.</code> may be hidden from view and can be seen in File Explorer by going to View &gt; select Hidden items. However, even doing this may not mean the file shows in the RStudio Files pane.</p>
</div>
</div>
</div>
<p>All the files can be copied without changes but the <code>.wordlist.txt</code> requires specific spellings so you may wish to remove some or all of those used in NHS-R Community in case some of the words added are not suitable for your Project.</p>
</section><section id="running-the-github-action-to-find-spellings-to-save" class="level2"><h2 class="anchored" data-anchor-id="running-the-github-action-to-find-spellings-to-save">Running the GitHub Action to find spellings to save</h2>
<p>Adding the three files will undoubtedly fail the GitHub Action when first pushed because it’s likely you will have a spelling that is not recognised by a universal dictionary. Also the checks are case sensitive so if you have any references which change from upper to lower case, these will both need to be listed, like NHS and nhs.</p>
<p>It is possible to expand the <a href="https://github.com/nhs-r-community/nhs-r-community/actions" title="NHS-R Community website GitHub Actions page">GitHub Action page</a> on GitHub to view the log of previously run actions and you will need to do this when it fails. For the spelling GitHub action, each spelling “mistake” is shown between lines of dashes:</p>
<pre><code>--------------------------------------------------------------------------------
NHSRpopulation
--------------------------------------------------------------------------------</code></pre>
<p>I initially searched for the <code>-----</code> lines using Ctrl+F through the browser but it turns out the search doesn’t extend to the log. I had missed that the log has its own search which appears at the top of the log webpage.</p>
<div class="quarto-figure quarto-figure-center">
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/img/search-action-log.PNG" class="img-fluid quarto-figure quarto-figure-center figure-img" alt="GitHub Action with search towards the right where I had searched multiple dashes"></p>
</figure>
</div>
<p>It’s then a manual task going to the <code>wordlist.txt</code> and adding the words and if there are true spelling mistakes it’s possible to search all files in RStudio by using the <code>Ctrl + Shift + F</code> rather than the <code>Ctrl + F</code> to locate the spelling mistake and correct it.</p>
<div class="callout callout-style-default callout-note callout-titled">
<div class="callout-header d-flex align-content-center" data-bs-toggle="collapse" data-bs-target=".callout-2-contents" aria-controls="callout-2" aria-expanded="true" aria-label="Toggle callout">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
<span class="screen-reader-only">Note</span>Failed GitHub Actions
</div>
<div class="callout-btn-toggle d-inline-block border-0 py-1 ps-1 pe-0 float-end"><i class="callout-toggle"></i></div>
</div>
<div id="callout-2" class="callout-2-contents callout-collapse collapse show">
<div class="callout-body-container callout-body">
<p>Even when a GitHub Action fails the Pull Request can still be accepted.</p>
<p>Sometimes GitHub Actions fail and just need rerunning some time later!</p>
<p>To rerun go to the Actions tab, select the last failed action and in the top right will be a button to select <code>Re-run all jobs</code> or <code>Re-fun failed jobs</code>.</p>
</div>
</div>
</div>
</section><section id="forcing-commits-on-github" class="level2"><h2 class="anchored" data-anchor-id="forcing-commits-on-github">Forcing commits on GitHub</h2>
<p>It’s possible to see on the <a href="https://github.com/nhs-r-community/nhs-r-community/pull/278">Pull Request</a> that there are multiple <code>force-pushed</code> commits (10 times!). Because there were so many spellings I did this in a few tries, adding a load, pushing the changes and re-running the action. I also was adding them in alphabetical order at first, until I realised I was never going to get through all of these before Christmas (and it’s February!).</p>
<p>On the one hand it’s ok to push all the changes to one commit as they are all related but on the other hand you will see this commit has 121 file changes to it as I had to tidy up a few files (see the later section about a rogue apostrophe). Whilst this was a decision that is ok to make: which is worse, more commits or more file changes, it is <strong>never</strong> recommended to force push to <code>main</code> or a branch that people are collaborating on because it changes history by changing the commit label. As I was working on a branch and within in Pull Request to <code>main</code>, I’ve reasonably assumed that it’s only me that will be affected by these changes.</p>
<p>The code to force a push is as follows:</p>
<ul>
<li>stage (add) all files (note the dot)</li>
<li>amend the previous commit</li>
<li>force the push</li>
</ul>
<pre><code>git add . 
git commit --amend --no-edit
git push -f</code></pre>
</section><section id="updating-a-wordlist-dictionary-with-multiple-words" class="level2"><h2 class="anchored" data-anchor-id="updating-a-wordlist-dictionary-with-multiple-words">Updating a wordlist dictionary with multiple words</h2>
<p>The NHS-R Community website had over 900 specific words to add (some were generated from weblinks) and when I (finally) looked for code to speed things up I realised I could just add all the spellings into the list as I found them, import into R to order and remove duplicates. Before importing and sorting just add <code>Header</code> or something similar to the top of the word list as this will become the column name and removed as part of the process.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://here.r-lib.org/">here</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># a package which is useful for referring to the project's path</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://dplyr.tidyverse.org">dplyr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">file_path</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/paste.html">paste0</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">here</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">here</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,<span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"/.wordlist.txt"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Check to see if the file exists (I misspelt this originally as .worldlist so </span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># ironically couldn't find the file!)</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/files.html">file.exists</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">file_path</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Import the .txt file into R as a dataframe</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">readr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">read_delim</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">file_path</span>, delim <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"\t"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Order and remove duplicates</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df2</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dplyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">arrange</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Header</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/unique.html">unique</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> </span>
<span>  </span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Write the text file to test.txt, copy over to .wordlist.txt if everything is ok</span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># or change the file name to .wordlist.txt and overwrite the original </span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/utils/write.table.html">write.table</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df2</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"test.txt"</span>, </span>
<span>            sep <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"/"</span>,</span>
<span>            col.names <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">FALSE</span>, </span>
<span>            row.names <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">FALSE</span>,</span>
<span>            quote <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">FALSE</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
</section><section id="replacing-multiple-and-non-ascii-characters" class="level2"><h2 class="anchored" data-anchor-id="replacing-multiple-and-non-ascii-characters">Replacing multiple and non-ascii characters</h2>
<p>Copying over the files from WordPress brought across the <code>’</code> apostrophe which doesn’t appear to get recognised correctly even when the same is used in the <code>.wordlist</code> so I used the following code from a <a href="https://gist.github.com/mattjbayly/9c56ec80ae291ff00589ffa3440806a1">Gist</a> to find and replace it to <code>'</code> in multiple files. The only change I made to the Gist was to expand on the <code>list.files</code> base R function to change the pattern to find<code>.qmd</code> files and also show the full path because I was changing files in a subfolder (doing this means that the code to <code><a href="https://rdrr.io/r/base/getwd.html">setwd()</a></code> isn’t necessary):</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://here.r-lib.org/">here</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># use instead of setwd() to show the file path rather than change it</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">path_to_subfolder</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/paste.html">paste0</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">here</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">here</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"/blog"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/list.files.html">list.files</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">path_to_subfolder</span>, pattern <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">".qmd"</span>, full.names <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">TRUE</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
</section><section id="conclusion" class="level2"><h2 class="anchored" data-anchor-id="conclusion">Conclusion</h2>
<p>You can go a very long time without needing to use GitHub Actions or even spell checks on your scripts but they can be really convenient and powerful bits of code that can speed up a possibly manual process.</p>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>GitHub Action</category>
  <guid>https://nhsrcommunity.com/blog/github-action-spelling-check.html</guid>
  <pubDate>Fri, 14 Feb 2025 00:00:00 GMT</pubDate>
</item>
<item>
  <title>Creating synthetic data using the synthpop package</title>
  <link>https://nhsrcommunity.com/blog/create-synthetic-data.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><p>This blog was originally a vignette in the NHSRdatasets package and refers to the <a href="https://nhs-r-community.github.io/NHSRdatasets/articles/synthetic_news_data.html">synthetic data in that package</a> for NEWS (National Early Warning Score).</p>
<section id="what-is-synthetic-data" class="level2"><h2 class="anchored" data-anchor-id="what-is-synthetic-data">What is Synthetic data?</h2>
<p>The goal is to generate a data set which contains no real units, therefore safe for public release and retains the structure of the data.</p>
<p>In other words, one can say that synthetic data contains all the characteristics of original data minus the sensitive content.</p>
<p>Synthetic data is generally made to validate mathematical models. This data is used to compare the behaviour of the real data against the one generated by the model.</p>
</section><section id="how-we-generate-synthetic-data" class="level2"><h2 class="anchored" data-anchor-id="how-we-generate-synthetic-data">How we generate synthetic data?</h2>
<p>The principle is to observe real-world statistic distributions from the original data and reproduce fake data by drawing simple numbers.</p>
<p>Consider a data set with <img src="https://latex.codecogs.com/png.latex?p"> variables. In a nutshell, synthesis follows these steps:</p>
<ol type="1">
<li>Take a simple random sample of <img src="https://latex.codecogs.com/png.latex?x_%7B1,obs%7D"> and set as <img src="https://latex.codecogs.com/png.latex?x_%7B1,syn%7D">
</li>
<li>Fit model <img src="https://latex.codecogs.com/png.latex?f(x_%7B2,obs%7D%7Cx_%7B1,obs%7D)"> and draw <img src="https://latex.codecogs.com/png.latex?x_%7B2,syn%7D"> from <img src="https://latex.codecogs.com/png.latex?f(x_%7B2,syn%7D%7Cx_%7B1,syn%7D)">
</li>
<li>Fit model <img src="https://latex.codecogs.com/png.latex?f(x_%7B3,obs%7D%7Cx_%7B1,obs%7D,x_%7B2,obs%7D)"> and draw <img src="https://latex.codecogs.com/png.latex?x_%7B3,syn%7D"> from <img src="https://latex.codecogs.com/png.latex?f(x_%7B3,syn%7D%7Cx_%7B1,syn%7D,x_%7B2,syn%7D)">
</li>
<li>And so on, until <img src="https://latex.codecogs.com/png.latex?f(x_%7Bp,syn%7D%7Cx_%7B1,syn%7D,x_%7B2,syn%7D,...,x_%7Bp-1,syn%7D)">
</li>
</ol>
<p>Fitting statistical models to the original data and generating completely new records for public release. Joint distribution <img src="https://latex.codecogs.com/png.latex?f(x_1,x_2,x_3,%E2%80%A6,x_p)"> is approximated by a set of conditional distributions <img src="https://latex.codecogs.com/png.latex?f(x_2%7Cx_1)">.</p>
</section><section id="synthetic-data-generation---national-early-warning-score-news-utilising-real-data" class="level2"><h2 class="anchored" data-anchor-id="synthetic-data-generation---national-early-warning-score-news-utilising-real-data">Synthetic data generation - National early warning score (NEWS) utilising real data</h2>
<p>The data this is based on is the <a href="https://www.rcplondon.ac.uk/projects/outputs/national-early-warning-score-news-2">NEWS</a> Score devised by the Royal College of Physicians.</p>
<p>Synthetic data can be generated from new data, utilising the above methodology, on the real observed data:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://readr.tidyverse.org">readr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://dplyr.tidyverse.org">dplyr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/warning.html">suppressWarnings</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">read_csv</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"https://raw.githubusercontent.com/StatsGary/SyntheticNEWSData/main/observed_news_data.csv"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dplyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">select</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">everything</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>, <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">X1</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">glimpse</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code>Rows: 1,000
Columns: 12
$ male  &lt;dbl&gt; 0, 1, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 1, 0, 1, 0, 0, 1…
$ age   &lt;dbl&gt; 68, 94, 85, 44, 77, 58, 25, 69, 91, 70, 87, 93, 61, 75, 97, 80, …
$ NEWS  &lt;dbl&gt; 3, 1, 0, 0, 1, 1, 4, 0, 1, 1, 7, 2, 5, 1, 1, 3, 1, 5, 0, 2, 1, 2…
$ syst  &lt;dbl&gt; 150, 145, 169, 154, 122, 146, 65, 116, 162, 132, 110, 166, 123, …
$ dias  &lt;dbl&gt; 98, 67, 69, 106, 67, 106, 42, 56, 72, 96, 85, 90, 78, 80, 72, 81…
$ temp  &lt;dbl&gt; 36.8, 35.0, 36.2, 36.9, 36.4, 35.3, 35.6, 37.2, 35.5, 35.3, 37.0…
$ pulse &lt;dbl&gt; 78, 62, 54, 80, 62, 73, 72, 90, 60, 67, 95, 87, 93, 65, 89, 145,…
$ resp  &lt;dbl&gt; 26, 18, 18, 17, 20, 20, 12, 16, 16, 16, 24, 16, 26, 12, 16, 16, …
$ sat   &lt;dbl&gt; 96, 96, 96, 96, 95, 98, 99, 97, 99, 97, 87, 95, 96, 96, 98, 99, …
$ sup   &lt;dbl&gt; 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0…
$ alert &lt;dbl&gt; 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0…
$ died  &lt;dbl&gt; 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0…</code></pre>
</div>
</div>
<p>This reads in the observed NEWS data from the GitHub repository. Now, we will utilise the <code>synthpop</code> package to create a synthetically generated dataset.</p>
</section><section id="generating-synthetic-news-dataset-using-synthpop-package" class="level2"><h2 class="anchored" data-anchor-id="generating-synthetic-news-dataset-using-synthpop-package">Generating synthetic NEWS dataset using synthpop package</h2>
<p>As stated, now we will use the real observed data and generate a synthetic set, utilising the equations and process mapped out in the preceding sections:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">synthpop</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">syn_df</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">syn</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span>, seed <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">4321</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code>Warning: In your synthesis there are numeric variables with 5 or fewer levels: male, sup, alert, died.
Consider changing them to factors. You can do it using parameter 'minnumlevels'.

Synthesis
-----------
 male age NEWS syst dias temp pulse resp sat sup
 alert died</code></pre>
</div>
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">#### synthetic data</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">synthetic_news_data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">syn_df</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">syn</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">glimpse</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">synthetic_news_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code>Rows: 1,000
Columns: 12
$ male  &lt;dbl&gt; 1, 1, 0, 1, 1, 0, 0, 1, 1, 1, 0, 1, 0, 0, 1, 0, 1, 0, 0, 1, 0, 1…
$ age   &lt;dbl&gt; 56, 50, 74, 56, 52, 21, 37, 81, 67, 67, 56, 48, 76, 57, 43, 58, …
$ NEWS  &lt;dbl&gt; 1, 2, 6, 1, 0, 2, 1, 2, 5, 0, 1, 1, 0, 1, 1, 1, 1, 1, 3, 0, 1, 6…
$ syst  &lt;dbl&gt; 126, 115, 143, 122, 153, 164, 101, 125, 182, 160, 142, 122, 132,…
$ dias  &lt;dbl&gt; 84, 84, 86, 60, 89, 92, 57, 74, 103, 80, 113, 71, 59, 71, 89, 11…
$ temp  &lt;dbl&gt; 35.7, 36.8, 36.5, 36.3, 36.2, 35.5, 35.6, 36.6, 37.1, 36.2, 35.3…
$ pulse &lt;dbl&gt; 72, 94, 82, 94, 78, 97, 76, 71, 95, 86, 73, 62, 88, 70, 63, 100,…
$ resp  &lt;dbl&gt; 17, 14, 21, 12, 12, 20, 15, 17, 18, 18, 18, 16, 19, 16, 18, 18, …
$ sat   &lt;dbl&gt; 98, 97, 93, 98, 96, 99, 98, 97, 94, 98, 98, 100, 99, 97, 97, 96,…
$ sup   &lt;dbl&gt; 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 1…
$ alert &lt;dbl&gt; 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0…
$ died  &lt;dbl&gt; 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0…</code></pre>
</div>
</div>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb7" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://ggplot2.tidyverse.org">ggplot2</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create temperature tibbles to compare observed vs synthetically generated labels</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">obs</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tibble</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>label <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"observed_data"</span>, value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">temp</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">synth</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tibble</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>label <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"synthetic_data"</span>, value <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">synthetic_news_data</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">temp</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Merge the frames together to get a comparison</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">merged</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">obs</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">bind_rows</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">synth</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Create the plot</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">plot</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">merged</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ggplot</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">aes</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">value</span>, fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">label</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">geom_histogram</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>alpha <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">0.9</span>, position <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"identity"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">theme_minimal</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">scale_fill_manual</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>values <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#BCBDC1"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"#2061AC"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">labs</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    title <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Observed vs Synthetically NEWS values"</span>,</span>
<span>    subtitle <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Based on NEWS Temperature score"</span>,</span>
<span>    x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"NEWS Temperature Score"</span>, y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Score frequency"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">theme</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>legend.position <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"none"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/print.html">print</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">plot</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output-display">
<div>
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/create-synthetic-data_files/figure-html/visuals-1.png" class="img-fluid figure-img" width="672"></p>
</figure>
</div>
</div>
</div>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Data</category>
  <guid>https://nhsrcommunity.com/blog/create-synthetic-data.html</guid>
  <pubDate>Tue, 01 Oct 2024 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/natural-bricks.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>CQC directory data vignette</title>
  <dc:creator>Martine Wauben</dc:creator>
  <link>https://nhsrcommunity.com/blog/cqc-data.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><p>The following was submitted to the NHSRdatasets package in 2020 but was too big as data to be accepted by the package (CRAN has size limits). However, the vignette that accompanied the data may be of interest and so is copied here as a blog. The data is also pulled from the GitHub Pull Request.</p>
<section id="cqc-directory" class="level2"><h2 class="anchored" data-anchor-id="cqc-directory">CQC Directory</h2>
<p>This vignette explains how to use the <code>cqc_load</code> dataset in R, and also details where it comes from and how it is generated.</p>
<p>The data is sourced from <a href="https://www.cqc.org.uk/about-us/transparency/using-cqc-data">the Care Quality Commission</a> and its archive is available on <a href="https://drive.google.com/drive/folders/1Y6V6r-q2l4lJYKuZL0DXw25VDUTH6L4N">Google Drive</a>.</p>
<p>The data contains care provider locations and ratings as published monthly in 2019.</p>
<p>The dataset contains data on locations and providers:</p>
<ul>
<li>
<strong>location</strong>: location ID, name, ODS code, telephone number, web address, sector, inspection directorate, region, local authority, CCG, street address, parliamentary constituency, and coordinates.</li>
<li>
<strong>provider</strong>: provider ID, name, company/charity registration, telephone number, web address, sector, inspection directorate, region, local authority, street address, and parliamentary constituency. code for the organisation that this activity relates to</li>
<li>
<strong>pub_date</strong>: The date that particular data point was published</li>
</ul>
<p>First let’s load some packages and the dataset and show the first 10 rows of data.</p>
<div class="callout callout-style-default callout-note callout-titled">
<div class="callout-header d-flex align-content-center" data-bs-toggle="collapse" data-bs-target=".callout-1-contents" aria-controls="callout-1" aria-expanded="true" aria-label="Toggle callout">
<div class="callout-icon-container">
<i class="callout-icon"></i>
</div>
<div class="callout-title-container flex-fill">
<span class="screen-reader-only">Note</span>Data location
</div>
<div class="callout-btn-toggle d-inline-block border-0 py-1 ps-1 pe-0 float-end"><i class="callout-toggle"></i></div>
</div>
<div id="callout-1" class="callout-1-contents callout-collapse collapse show">
<div class="callout-body-container callout-body">
<p>The following code has had all references to the NHSRdatasets package removed as the data wasn’t added to it.</p>
</div>
</div>
</div>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://dplyr.tidyverse.org">dplyr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://yihui.org/knitr/">knitr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://tidyr.tidyverse.org">tidyr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://ggplot2.tidyverse.org">ggplot2</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://lubridate.tidyverse.org">lubridate</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://magrittr.tidyverse.org">magrittr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># Although the data isn't in NHSRdatasets it can be downloaded from the Pull Request using this code</span></span>
<span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/load.html">load</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/connections.html">url</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"https://github.com/MHWauben/NHSRdatasets/raw/274688bc727e800d5c40f06f86be38f866167818/data/cqc_directory.rda"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># format for display</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">cqc_load</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># show the first 10 rows</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/utils/head.html">head</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># format as a table</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/pkg/knitr/man/kable.html">kable</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output-display">
<table class="caption-top table table-sm table-striped small">
<colgroup>
<col style="width: 0%">
<col style="width: 1%">
<col style="width: 0%">
<col style="width: 3%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 10%">
<col style="width: 4%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 2%">
<col style="width: 2%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 2%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 0%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 1%">
<col style="width: 0%">
<col style="width: 2%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 2%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 2%">
<col style="width: 0%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 1%">
<col style="width: 2%">
<col style="width: 2%">
<col style="width: 0%">
</colgroup>
<thead><tr class="header">
<th style="text-align: left;">location_id</th>
<th style="text-align: left;">location_hsca_start_date</th>
<th style="text-align: left;">care_home</th>
<th style="text-align: left;">location_name</th>
<th style="text-align: left;">location_ods_code</th>
<th style="text-align: left;">location_telephone_number</th>
<th style="text-align: left;">registered_manager_note_where_there_is_more_than_one_manager_at_a_location_only_one_is_included_here_for_ease_of_presentation_the_full_list_is_available_if_required</th>
<th style="text-align: left;">location_web_address</th>
<th style="text-align: left;">care_homes_beds</th>
<th style="text-align: left;">location_type_sector</th>
<th style="text-align: left;">location_inspection_directorate</th>
<th style="text-align: left;">location_primary_inspection_category</th>
<th style="text-align: left;">location_latest_overall_rating</th>
<th style="text-align: left;">publication_date</th>
<th style="text-align: left;">location_region</th>
<th style="text-align: left;">location_local_authority</th>
<th style="text-align: left;">location_onspd_ccg_code</th>
<th style="text-align: left;">location_onspd_ccg</th>
<th style="text-align: left;">location_commissioning_ccg_code</th>
<th style="text-align: left;">location_commissioning_ccg</th>
<th style="text-align: left;">location_street_address</th>
<th style="text-align: left;">location_address_line_2</th>
<th style="text-align: left;">location_city</th>
<th style="text-align: left;">location_county</th>
<th style="text-align: left;">location_postal_code</th>
<th style="text-align: left;">location_latitude</th>
<th style="text-align: left;">location_longitude</th>
<th style="text-align: left;">location_parliamentary_constituency</th>
<th style="text-align: left;">brand_id</th>
<th style="text-align: left;">brand_name</th>
<th style="text-align: left;">provider_companies_house_number</th>
<th style="text-align: left;">provider_charity_number</th>
<th style="text-align: left;">provider_id</th>
<th style="text-align: left;">provider_name</th>
<th style="text-align: left;">provider_hsca_start_date</th>
<th style="text-align: left;">provider_type_sector</th>
<th style="text-align: left;">provider_inspection_directorate</th>
<th style="text-align: left;">provider_primary_inspection_category</th>
<th style="text-align: left;">provider_ownership_type</th>
<th style="text-align: left;">provider_telephone_number</th>
<th style="text-align: left;">provider_web_address</th>
<th style="text-align: left;">provider_street_address</th>
<th style="text-align: left;">provider_address_line_2</th>
<th style="text-align: left;">provider_city</th>
<th style="text-align: left;">provider_county</th>
<th style="text-align: left;">provider_postal_code</th>
<th style="text-align: left;">provider_local_authority</th>
<th style="text-align: left;">provider_region</th>
<th style="text-align: left;">provider_latitude</th>
<th style="text-align: left;">provider_longitude</th>
<th style="text-align: left;">provider_parliamentary_constituency</th>
<th style="text-align: left;">provider_nominated_individual_name</th>
<th style="text-align: left;">pub_date</th>
</tr></thead>
<tbody>
<tr class="odd">
<td style="text-align: left;">1-1000210669</td>
<td style="text-align: left;">2013-12-12</td>
<td style="text-align: left;">Y</td>
<td style="text-align: left;">Kingswood House Nursing Home</td>
<td style="text-align: left;">VM4G6</td>
<td style="text-align: left;">01424716303</td>
<td style="text-align: left;">*</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">22</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Requires improvement</td>
<td style="text-align: left;">2018-08-04</td>
<td style="text-align: left;">South East</td>
<td style="text-align: left;">East Sussex</td>
<td style="text-align: left;">E38000076</td>
<td style="text-align: left;">NHS Hastings and Rother CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">21-23 Chapel Park Road</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">St Leonards On Sea</td>
<td style="text-align: left;">East Sussex</td>
<td style="text-align: left;">TN37 6HR</td>
<td style="text-align: left;">50.857239</td>
<td style="text-align: left;">0.561998</td>
<td style="text-align: left;">Hastings and Rye</td>
<td style="text-align: left;">BD398</td>
<td style="text-align: left;">BRAND Innomary</td>
<td style="text-align: left;">08558638</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-877912132</td>
<td style="text-align: left;">Innowood Limited</td>
<td style="text-align: left;">2013-12-12</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">02089079713</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">62 Northwick Avenue</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Harrow</td>
<td style="text-align: left;">Middlesex</td>
<td style="text-align: left;">HA3 0AB</td>
<td style="text-align: left;">Brent</td>
<td style="text-align: left;">London</td>
<td style="text-align: left;">51.579057</td>
<td style="text-align: left;">-0.320762</td>
<td style="text-align: left;">Brent North</td>
<td style="text-align: left;">Saluguti, Vikas</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="even">
<td style="text-align: left;">1-1000312641</td>
<td style="text-align: left;">2013-10-18</td>
<td style="text-align: left;">N</td>
<td style="text-align: left;">Human Support Group Limited - Sale</td>
<td style="text-align: left;">VN30H</td>
<td style="text-align: left;">01619429490</td>
<td style="text-align: left;">Buckley, Michelle</td>
<td style="text-align: left;">www.humansupportgroup.co.uk</td>
<td style="text-align: left;">0</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Community based adult social care services</td>
<td style="text-align: left;">Good</td>
<td style="text-align: left;">2018-11-17</td>
<td style="text-align: left;">North West</td>
<td style="text-align: left;">Trafford</td>
<td style="text-align: left;">E38000187</td>
<td style="text-align: left;">NHS Trafford CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">59 Cross Street</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Sale</td>
<td style="text-align: left;">Cheshire</td>
<td style="text-align: left;">M33 7HF</td>
<td style="text-align: left;">53.427726</td>
<td style="text-align: left;">-2.323301</td>
<td style="text-align: left;">Altrincham and Sale West</td>
<td style="text-align: left;">BD409</td>
<td style="text-align: left;">BRAND Human Support Group</td>
<td style="text-align: left;">03513906</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-101693918</td>
<td style="text-align: left;">The Human Support Group Limited</td>
<td style="text-align: left;">2010-10-01</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Community based adult social care services</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01619429487</td>
<td style="text-align: left;">www.humansupportgroup.co.uk</td>
<td style="text-align: left;">Craig House, 33 Ballbrook Avenue</td>
<td style="text-align: left;">Didsbury</td>
<td style="text-align: left;">Manchester</td>
<td style="text-align: left;">Lancashire</td>
<td style="text-align: left;">M20 3JG</td>
<td style="text-align: left;">Manchester</td>
<td style="text-align: left;">North West</td>
<td style="text-align: left;">53.425083</td>
<td style="text-align: left;">-2.235246</td>
<td style="text-align: left;">Manchester, Withington</td>
<td style="text-align: left;">Mason, Glen</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="odd">
<td style="text-align: left;">1-1000401911</td>
<td style="text-align: left;">2013-11-04</td>
<td style="text-align: left;">Y</td>
<td style="text-align: left;">Little Haven</td>
<td style="text-align: left;">VL05L</td>
<td style="text-align: left;">02086974246</td>
<td style="text-align: left;">Muriuki, Martin</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">15</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Good</td>
<td style="text-align: left;">2018-04-11</td>
<td style="text-align: left;">London</td>
<td style="text-align: left;">Lewisham</td>
<td style="text-align: left;">E38000098</td>
<td style="text-align: left;">NHS Lewisham CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">133 Wellmeadow Road</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">London</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">SE6 1HP</td>
<td style="text-align: left;">51.441104</td>
<td style="text-align: left;">0.002335</td>
<td style="text-align: left;">Lewisham East</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">04174819</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-101666779</td>
<td style="text-align: left;">Elizabeth Peters Care Homes Limited</td>
<td style="text-align: left;">2010-10-01</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">02086985296</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">14 Canadian Avenue</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">London</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">SE6 3AS</td>
<td style="text-align: left;">Lewisham</td>
<td style="text-align: left;">London</td>
<td style="text-align: left;">51.440913</td>
<td style="text-align: left;">-0.02297</td>
<td style="text-align: left;">Lewisham East</td>
<td style="text-align: left;">Muriuki, Martin</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="even">
<td style="text-align: left;">1-1000587219</td>
<td style="text-align: left;">2013-11-04</td>
<td style="text-align: left;">Y</td>
<td style="text-align: left;">Highlands Borders Care Home</td>
<td style="text-align: left;">VM44K</td>
<td style="text-align: left;">01392491261</td>
<td style="text-align: left;">Martin, Fiona</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">18</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Good</td>
<td style="text-align: left;">2017-07-20</td>
<td style="text-align: left;">South West</td>
<td style="text-align: left;">Devon</td>
<td style="text-align: left;">E38000129</td>
<td style="text-align: left;">NHS Northern, Eastern and Western Devon CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">22 Salutary Mount</td>
<td style="text-align: left;">Heavitree</td>
<td style="text-align: left;">Exeter</td>
<td style="text-align: left;">Devon</td>
<td style="text-align: left;">EX1 2QE</td>
<td style="text-align: left;">50.721541</td>
<td style="text-align: left;">-3.508053</td>
<td style="text-align: left;">Exeter</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">06612312</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-101693962</td>
<td style="text-align: left;">Highlands Care Home Limited</td>
<td style="text-align: left;">2010-10-01</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01392431122</td>
<td style="text-align: left;">www.highlandscarehome.co.uk</td>
<td style="text-align: left;">56 St Leonards Road</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Exeter</td>
<td style="text-align: left;">Devon</td>
<td style="text-align: left;">EX2 4LS</td>
<td style="text-align: left;">Devon</td>
<td style="text-align: left;">South West</td>
<td style="text-align: left;">50.718254</td>
<td style="text-align: left;">-3.521576</td>
<td style="text-align: left;">Exeter</td>
<td style="text-align: left;">Zhang, Danadanqi</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="odd">
<td style="text-align: left;">1-1000711804</td>
<td style="text-align: left;">2013-12-12</td>
<td style="text-align: left;">Y</td>
<td style="text-align: left;">Belmont Grange Nursing and Residential Home</td>
<td style="text-align: left;">VM4GQ</td>
<td style="text-align: left;">01913849853</td>
<td style="text-align: left;">Urwin, Kelly-Ann</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">30</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Good</td>
<td style="text-align: left;">2017-03-01</td>
<td style="text-align: left;">North East</td>
<td style="text-align: left;">County Durham</td>
<td style="text-align: left;">E38000116</td>
<td style="text-align: left;">NHS North Durham CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Broomside Lane</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Durham</td>
<td style="text-align: left;">County Durham</td>
<td style="text-align: left;">DH1 2QW</td>
<td style="text-align: left;">54.786148</td>
<td style="text-align: left;">-1.52816</td>
<td style="text-align: left;">City of Durham</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">07470626</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-241243645</td>
<td style="text-align: left;">Perfect Care Limited</td>
<td style="text-align: left;">2011-10-05</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Residential social care</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01388420145</td>
<td style="text-align: left;">www.perfectcare.co.uk</td>
<td style="text-align: left;">10-12 High Street</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Spennymoor</td>
<td style="text-align: left;">County Durham</td>
<td style="text-align: left;">DL16 6DB</td>
<td style="text-align: left;">County Durham</td>
<td style="text-align: left;">North East</td>
<td style="text-align: left;">54.69881</td>
<td style="text-align: left;">-1.601821</td>
<td style="text-align: left;">Bishop Auckland</td>
<td style="text-align: left;">Moran, Barbara</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="even">
<td style="text-align: left;">1-1001764404</td>
<td style="text-align: left;">2013-10-11</td>
<td style="text-align: left;">N</td>
<td style="text-align: left;">Everycare Midsussex</td>
<td style="text-align: left;">VNA9N</td>
<td style="text-align: left;">01444244770</td>
<td style="text-align: left;">Parsons, Katie</td>
<td style="text-align: left;">www.everycare.co.uk/midsussex</td>
<td style="text-align: left;">0</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Community based adult social care services</td>
<td style="text-align: left;">Good</td>
<td style="text-align: left;">2018-10-20</td>
<td style="text-align: left;">South East</td>
<td style="text-align: left;">West Sussex</td>
<td style="text-align: left;">E38000083</td>
<td style="text-align: left;">NHS Horsham and Mid Sussex CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">191-193 London Road</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Burgess Hill</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">RH15 9RN</td>
<td style="text-align: left;">50.956288</td>
<td style="text-align: left;">-0.139426</td>
<td style="text-align: left;">Mid Sussex</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">08547200</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-962890981</td>
<td style="text-align: left;">Cura Muneris Limited</td>
<td style="text-align: left;">2013-10-11</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Community based adult social care services</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01444244770</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">191-193 London Road</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Burgess Hill</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">RH15 9RN</td>
<td style="text-align: left;">West Sussex</td>
<td style="text-align: left;">South East</td>
<td style="text-align: left;">50.956288</td>
<td style="text-align: left;">-0.139426</td>
<td style="text-align: left;">Mid Sussex</td>
<td style="text-align: left;">Dimelow, David</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="odd">
<td style="text-align: left;">1-1001764472</td>
<td style="text-align: left;">2013-10-28</td>
<td style="text-align: left;">N</td>
<td style="text-align: left;">Cherish UK Ltd</td>
<td style="text-align: left;">VN2E0</td>
<td style="text-align: left;">01253766888</td>
<td style="text-align: left;">Stockell, Sam</td>
<td style="text-align: left;">www.cherishuk.co.uk</td>
<td style="text-align: left;">0</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Community based adult social care services</td>
<td style="text-align: left;">Good</td>
<td style="text-align: left;">2017-10-12</td>
<td style="text-align: left;">North West</td>
<td style="text-align: left;">Blackpool</td>
<td style="text-align: left;">E38000015</td>
<td style="text-align: left;">NHS Blackpool CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">8 Skyways Commercial Centre</td>
<td style="text-align: left;">Blackpool Business Park, Amy Johnson Way</td>
<td style="text-align: left;">Blackpool</td>
<td style="text-align: left;">Lancashire</td>
<td style="text-align: left;">FY4 3RS</td>
<td style="text-align: left;">53.777788</td>
<td style="text-align: left;">-3.025486</td>
<td style="text-align: left;">Blackpool South</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">-</td>
<td style="text-align: left;">05435700</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-101680050</td>
<td style="text-align: left;">Cherish UK Limited</td>
<td style="text-align: left;">2011-01-25</td>
<td style="text-align: left;">Social Care Org</td>
<td style="text-align: left;">Adult social care</td>
<td style="text-align: left;">Community based adult social care services</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01253766888</td>
<td style="text-align: left;">www.cherishuk.co.uk</td>
<td style="text-align: left;">8 Skyways Commercial Centre</td>
<td style="text-align: left;">Blackpool Business Park, Amy Johnson Way</td>
<td style="text-align: left;">Blackpool</td>
<td style="text-align: left;">Lancashire</td>
<td style="text-align: left;">FY4 3RS</td>
<td style="text-align: left;">Blackpool</td>
<td style="text-align: left;">North West</td>
<td style="text-align: left;">53.777788</td>
<td style="text-align: left;">-3.025486</td>
<td style="text-align: left;">Blackpool South</td>
<td style="text-align: left;">Watson, Wendy</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="even">
<td style="text-align: left;">1-1001764512</td>
<td style="text-align: left;">2013-10-14</td>
<td style="text-align: left;">N</td>
<td style="text-align: left;">Optical Express - Bluewater Clinic</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">08000232020</td>
<td style="text-align: left;">Leadley, Robert</td>
<td style="text-align: left;">www.opticalexpress.co.uk/store/kent-bluewater-shopping-centre.html</td>
<td style="text-align: left;">0</td>
<td style="text-align: left;">Independent Healthcare Org</td>
<td style="text-align: left;">Hospitals</td>
<td style="text-align: left;">Acute hospital - Independent specialist</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">South East</td>
<td style="text-align: left;">Kent</td>
<td style="text-align: left;">E38000043</td>
<td style="text-align: left;">NHS Dartford, Gravesham and Swanley CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Unit L40, Lower Thames Walk</td>
<td style="text-align: left;">Bluewater</td>
<td style="text-align: left;">Greenhithe</td>
<td style="text-align: left;">Kent</td>
<td style="text-align: left;">DA9 9SJ</td>
<td style="text-align: left;">51.438086</td>
<td style="text-align: left;">0.271001</td>
<td style="text-align: left;">Dartford</td>
<td style="text-align: left;">BD142</td>
<td style="text-align: left;">BRAND Optical Express</td>
<td style="text-align: left;">SC161469</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-983441221</td>
<td style="text-align: left;">Optical Express Limited</td>
<td style="text-align: left;">2013-10-14</td>
<td style="text-align: left;">Independent Healthcare Org</td>
<td style="text-align: left;">Hospitals</td>
<td style="text-align: left;">Acute hospital - Independent specialist</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01236723300</td>
<td style="text-align: left;">www.opticalexpress.com</td>
<td style="text-align: left;">The Avenue</td>
<td style="text-align: left;">Cliftonville</td>
<td style="text-align: left;">Northampton</td>
<td style="text-align: left;">Nothamptonshire</td>
<td style="text-align: left;">NN1 5BT</td>
<td style="text-align: left;">Northamptonshire</td>
<td style="text-align: left;">East Midlands</td>
<td style="text-align: left;">52.236378</td>
<td style="text-align: left;">-0.877334</td>
<td style="text-align: left;">Northampton South</td>
<td style="text-align: left;">Spellman, Mary</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="odd">
<td style="text-align: left;">1-1001765343</td>
<td style="text-align: left;">2013-10-14</td>
<td style="text-align: left;">N</td>
<td style="text-align: left;">Optical Express - Cambridge Clinic</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">08000232020</td>
<td style="text-align: left;">Leadley, Robert</td>
<td style="text-align: left;">www.opticalexpress.co.uk/store/cambridge-petty-cury.html</td>
<td style="text-align: left;">0</td>
<td style="text-align: left;">Independent Healthcare Org</td>
<td style="text-align: left;">Hospitals</td>
<td style="text-align: left;">Acute hospital - Independent specialist</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">East of England</td>
<td style="text-align: left;">Cambridgeshire</td>
<td style="text-align: left;">E38000026</td>
<td style="text-align: left;">NHS Cambridgeshire and Peterborough CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">39-41 Petty Cury</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Cambridge</td>
<td style="text-align: left;">Cambridgeshire</td>
<td style="text-align: left;">CB2 3NB</td>
<td style="text-align: left;">52.205264</td>
<td style="text-align: left;">0.1203</td>
<td style="text-align: left;">Cambridge</td>
<td style="text-align: left;">BD142</td>
<td style="text-align: left;">BRAND Optical Express</td>
<td style="text-align: left;">SC161469</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-983441221</td>
<td style="text-align: left;">Optical Express Limited</td>
<td style="text-align: left;">2013-10-14</td>
<td style="text-align: left;">Independent Healthcare Org</td>
<td style="text-align: left;">Hospitals</td>
<td style="text-align: left;">Acute hospital - Independent specialist</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01236723300</td>
<td style="text-align: left;">www.opticalexpress.com</td>
<td style="text-align: left;">The Avenue</td>
<td style="text-align: left;">Cliftonville</td>
<td style="text-align: left;">Northampton</td>
<td style="text-align: left;">Nothamptonshire</td>
<td style="text-align: left;">NN1 5BT</td>
<td style="text-align: left;">Northamptonshire</td>
<td style="text-align: left;">East Midlands</td>
<td style="text-align: left;">52.236378</td>
<td style="text-align: left;">-0.877334</td>
<td style="text-align: left;">Northampton South</td>
<td style="text-align: left;">Spellman, Mary</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
<tr class="even">
<td style="text-align: left;">1-1001875873</td>
<td style="text-align: left;">2013-10-14</td>
<td style="text-align: left;">N</td>
<td style="text-align: left;">Optical Express - Leeds (Albion Street) Clinic</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">08702202020</td>
<td style="text-align: left;">Saward, Louise</td>
<td style="text-align: left;">www.opticalexpress.co.uk/store/leeds-airedale-house.html</td>
<td style="text-align: left;">0</td>
<td style="text-align: left;">Independent Healthcare Org</td>
<td style="text-align: left;">Hospitals</td>
<td style="text-align: left;">Acute hospital - Independent specialist</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">Yorkshire and The Humber</td>
<td style="text-align: left;">Leeds</td>
<td style="text-align: left;">E38000225</td>
<td style="text-align: left;">NHS Leeds CCG</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">6th Floor, Airedale House</td>
<td style="text-align: left;">77-85 Albion Street</td>
<td style="text-align: left;">Leeds</td>
<td style="text-align: left;">West Yorkshire</td>
<td style="text-align: left;">LS1 5AW</td>
<td style="text-align: left;">53.798527</td>
<td style="text-align: left;">-1.545292</td>
<td style="text-align: left;">Leeds Central</td>
<td style="text-align: left;">BD142</td>
<td style="text-align: left;">BRAND Optical Express</td>
<td style="text-align: left;">SC161469</td>
<td style="text-align: left;">NA</td>
<td style="text-align: left;">1-983441221</td>
<td style="text-align: left;">Optical Express Limited</td>
<td style="text-align: left;">2013-10-14</td>
<td style="text-align: left;">Independent Healthcare Org</td>
<td style="text-align: left;">Hospitals</td>
<td style="text-align: left;">Acute hospital - Independent specialist</td>
<td style="text-align: left;">Organisation</td>
<td style="text-align: left;">01236723300</td>
<td style="text-align: left;">www.opticalexpress.com</td>
<td style="text-align: left;">The Avenue</td>
<td style="text-align: left;">Cliftonville</td>
<td style="text-align: left;">Northampton</td>
<td style="text-align: left;">Nothamptonshire</td>
<td style="text-align: left;">NN1 5BT</td>
<td style="text-align: left;">Northamptonshire</td>
<td style="text-align: left;">East Midlands</td>
<td style="text-align: left;">52.236378</td>
<td style="text-align: left;">-0.877334</td>
<td style="text-align: left;">Northampton South</td>
<td style="text-align: left;">Spellman, Mary</td>
<td style="text-align: left;">2019-01-01</td>
</tr>
</tbody>
</table>
</div>
</div>
<p>We can calculate the total number of each type of rating at each datapoint like this:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">rat_overtime</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">cqc_load</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">group_by</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_latest_overall_rating</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">summarise</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>number <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dplyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">n</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/stats/filter.html">filter</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/NA.html">is.na</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_latest_overall_rating</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ungroup</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>pub_date <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/as.Date.html">as.Date</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">rat_overtime</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">pivot_wider</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    id_cols <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_latest_overall_rating</span>,</span>
<span>    names_from <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span>,</span>
<span>    values_from <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">number</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/pkg/knitr/man/kable.html">kable</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output-display">
<table class="caption-top table table-sm table-striped small">
<colgroup>
<col style="width: 19%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
<col style="width: 6%">
</colgroup>
<thead><tr class="header">
<th style="text-align: left;">location_latest_overall_rating</th>
<th style="text-align: right;">2019-01-01</th>
<th style="text-align: right;">2019-02-01</th>
<th style="text-align: right;">2019-03-01</th>
<th style="text-align: right;">2019-04-01</th>
<th style="text-align: right;">2019-05-01</th>
<th style="text-align: right;">2019-06-01</th>
<th style="text-align: right;">2019-07-01</th>
<th style="text-align: right;">2019-08-01</th>
<th style="text-align: right;">2019-09-01</th>
<th style="text-align: right;">2019-10-01</th>
<th style="text-align: right;">2019-11-01</th>
<th style="text-align: right;">2019-12-01</th>
</tr></thead>
<tbody>
<tr class="odd">
<td style="text-align: left;">Good</td>
<td style="text-align: right;">25000</td>
<td style="text-align: right;">25015</td>
<td style="text-align: right;">25059</td>
<td style="text-align: right;">25176</td>
<td style="text-align: right;">25192</td>
<td style="text-align: right;">25395</td>
<td style="text-align: right;">25549</td>
<td style="text-align: right;">25676</td>
<td style="text-align: right;">25816</td>
<td style="text-align: right;">25923</td>
<td style="text-align: right;">25937</td>
<td style="text-align: right;">26083</td>
</tr>
<tr class="even">
<td style="text-align: left;">Inadequate</td>
<td style="text-align: right;">366</td>
<td style="text-align: right;">363</td>
<td style="text-align: right;">378</td>
<td style="text-align: right;">384</td>
<td style="text-align: right;">395</td>
<td style="text-align: right;">394</td>
<td style="text-align: right;">399</td>
<td style="text-align: right;">410</td>
<td style="text-align: right;">419</td>
<td style="text-align: right;">425</td>
<td style="text-align: right;">436</td>
<td style="text-align: right;">434</td>
</tr>
<tr class="odd">
<td style="text-align: left;">Outstanding</td>
<td style="text-align: right;">1163</td>
<td style="text-align: right;">1181</td>
<td style="text-align: right;">1205</td>
<td style="text-align: right;">1251</td>
<td style="text-align: right;">1282</td>
<td style="text-align: right;">1302</td>
<td style="text-align: right;">1322</td>
<td style="text-align: right;">1358</td>
<td style="text-align: right;">1391</td>
<td style="text-align: right;">1410</td>
<td style="text-align: right;">1442</td>
<td style="text-align: right;">1464</td>
</tr>
<tr class="even">
<td style="text-align: left;">Requires improvement</td>
<td style="text-align: right;">4013</td>
<td style="text-align: right;">4027</td>
<td style="text-align: right;">4036</td>
<td style="text-align: right;">4017</td>
<td style="text-align: right;">3975</td>
<td style="text-align: right;">3940</td>
<td style="text-align: right;">3944</td>
<td style="text-align: right;">3969</td>
<td style="text-align: right;">3972</td>
<td style="text-align: right;">3997</td>
<td style="text-align: right;">4047</td>
<td style="text-align: right;">4086</td>
</tr>
</tbody>
</table>
</div>
</div>
<p>We can now plot, for each month, the proportion of locations that received each rating:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ggplot</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">rat_overtime</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">aes</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">number</span>, fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_latest_overall_rating</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">geom_bar</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>stat <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"identity"</span>, position <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"fill"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">theme_minimal</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">labs</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Data publication date"</span>,</span>
<span>    y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Proportion"</span>,</span>
<span>    fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CQC rating"</span>,</span>
<span>    title <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CQC ratings as published"</span>,</span>
<span>    caption <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Source: Care Quality Commission"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output-display">
<div>
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/cqc-data_files/figure-html/ratings plot-1.png" class="img-fluid figure-img" width="672"></p>
</figure>
</div>
</div>
</div>
<p>Although the raw numbers show increases in each rating, this is primarily driven by more and more locations becoming available: proportionally, performance has remained fairly stable at a national level.</p>
<p>We can further break this down by region to better understand what is happening:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">region_ratings_overtime</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">cqc_load</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">group_by</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_region</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_latest_overall_rating</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">summarise</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>number <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dplyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">n</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/stats/filter.html">filter</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/NA.html">is.na</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_latest_overall_rating</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_region</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/match.html">%in%</a></span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Unspecified"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"(pseudo) Wales"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ungroup</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>pub_date <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/as.Date.html">as.Date</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ggplot</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">region_ratings_overtime</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">aes</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">number</span>, fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_latest_overall_rating</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">geom_bar</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>stat <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"identity"</span>, position <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"fill"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">theme_minimal</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">facet_wrap</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_region</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">labs</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Data publication date"</span>,</span>
<span>    y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Proportion"</span>,</span>
<span>    fill <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CQC rating"</span>,</span>
<span>    title <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"CQC ratings as published"</span>,</span>
<span>    caption <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Source: Care Quality Commission"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output-display">
<div>
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/cqc-data_files/figure-html/ratings over time by region-1.png" class="img-fluid figure-img" width="672"></p>
</figure>
</div>
</div>
</div>
<p>More interesting patterns emerge now: some regions have growing proportions of ‘Good’ or ‘Outstanding’ locations, whereas others are seeing increases in locations requiring improvement.</p>
</section><section id="how-many-new-care-homes-are-being-opened" class="level2"><h2 class="anchored" data-anchor-id="how-many-new-care-homes-are-being-opened">How many new care homes are being opened?</h2>
<p>With an ageing population, there is increasing demand for care home beds. Is supply keeping up?</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">carehome_openings</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">cqc_load</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>location_hsca_start_date <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/as.Date.html">as.Date</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_hsca_start_date</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/stats/filter.html">filter</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">care_home</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Y"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_hsca_start_date</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&gt;=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"2014-01-01"</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;</span></span>
<span>    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">!</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_region</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/match.html">%in%</a></span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Unspecified"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"(pseudo) Wales"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&amp;</span></span>
<span>    <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/Extremes.html">max</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/as.Date.html">as.Date</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">pub_date</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>location_month <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">floor_date</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_hsca_start_date</span>, unit <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"month"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">group_by</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_month</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">summarise</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    number <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">n</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>    beds <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/sum.html">sum</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/integer.html">as.integer</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">care_homes_beds</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">%&gt;%</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    location_year <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/factor.html">as.factor</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/format.html">format</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">floor_date</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_month</span>, unit <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"year"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"%Y"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>    month <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/format.html">format</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_month</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"%m"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ggplot</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">carehome_openings</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">aes</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">month</span>, y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">number</span>, colour <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_year</span>, group <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_year</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">geom_line</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">theme_minimal</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output-display">
<div>
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/cqc-data_files/figure-html/care home openings-1.png" class="img-fluid figure-img" width="672"></p>
</figure>
</div>
</div>
</div>
<p>It is likely that the 2019 timeseries drops off due to a delay between provision starting and CQC reporting data. However, overall the number of new care homes opening is not increasing! Perhaps each care home is getting bigger; how many new beds are becoming available?</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb6" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ggplot</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">carehome_openings</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">aes</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>x <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">month</span>, y <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">beds</span>, colour <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_year</span>, group <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">location_year</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">geom_line</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">+</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">theme_minimal</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output-display">
<div>
<figure class="figure"><p><img src="https://nhsrcommunity.com/blog/cqc-data_files/figure-html/new beds added-1.png" class="img-fluid figure-img" width="672"></p>
</figure>
</div>
</div>
</div>
<p>This is a bit more encouraging: in 2016 and 2017, there was a good uptick in new care home beds. However, 2018 did not perform quite as well. Still, 2019 appears to be going in the right direction!</p>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Data</category>
  <guid>https://nhsrcommunity.com/blog/cqc-data.html</guid>
  <pubDate>Sun, 29 Sep 2024 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/stack-papers.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>How to ask for help</title>
  <dc:creator>Lyn Howard</dc:creator>
  <link>https://nhsrcommunity.com/blog/asking_for_help.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><p>To enable others to help you, you’ll need to include a reprex, or reproducible example - a minimal example of the data and code you’re using, so they can recreate the problem.</p>
<section id="setting-things-up" class="level2"><h2 class="anchored" data-anchor-id="setting-things-up">Setting things up</h2>
<p>Ctrl + F7 in RStudio will open a new source column which you can use to gather together the information you want to share in your request for help.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://dplyr.tidyverse.org">dplyr</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://github.com/milesmcbain/datapasta">datapasta</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
<p>You’ll often want to include a sample of your dataframe rather than the whole thing, particularly if it’s very large.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">fresh_data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">NHSRdatasets</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">LOS_model</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dplyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">slice_sample</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>n <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">20</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># This produces a sample dataframe of 20 randomly selected rows. slice_sample(prop=0.2) will randomly select 20% of rows</span></span></code></pre></div></div>
</div>
</section><section id="sharing-your-data" class="level2"><h2 class="anchored" data-anchor-id="sharing-your-data">Sharing your data</h2>
<p>The base R function <code><a href="https://rdrr.io/r/base/dput.html">dput()</a></code> produces the code to recreate your data sample.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb3" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">fresh_data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/dput.html">dput</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
<p>or another alternative is to use df_paste() from the datapasta package.</p>
</section><section id="editing-the-dataframe" class="level2"><h2 class="anchored" data-anchor-id="editing-the-dataframe">Editing the dataframe</h2>
<p>You may need to edit the data before sharing it to anonymise it or remove confidential information. You could manually edit the output from dput() or df_paste.</p>
<section id="an-alternative-way-to-modify-your-data-for-sharing" class="level3"><h3 class="anchored" data-anchor-id="an-alternative-way-to-modify-your-data-for-sharing">An alternative way to modify your data for sharing</h3>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># create a dataframe of organisation names and aliases</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Organisation</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/unique.html">unique</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">NHSRdatasets</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">LOS_model</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">$</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Organisation</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/length.html">length</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Organisation</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># checks the length of the vector Organisation</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">alias</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">letters</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">[</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">1</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">:</span><span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">]</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># if you want to automate this you could use letters[1:length(Organisation)]</span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/data.frame.html">data.frame</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Organisation</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">alias</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="co" style="color: #5E5E5E;
background-color: null;
font-style: inherit;"># combines the 2 vectors into a dataframe</span></span></code></pre></div></div>
</div>
<p>Join the dataframe we just created to the LOS_model dataframe, select the columns we want &amp; take a sample 10 rows, before piping it into dput() to create the code we can share.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb5" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">dplyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">left_join</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">NHSRdatasets</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">LOS_model</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">df</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">select</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Age</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">alias</span>, <span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Death</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">slice_sample</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>n <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fl" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span></span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/dput.html">dput</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
</section></section><section id="what-should-you-include" class="level2"><h2 class="anchored" data-anchor-id="what-should-you-include">What should you include?</h2>
<ul>
<li><p>libraries used</p></li>
<li><p>your code and an explanation of what you’re trying to achieve</p></li>
<li><p>the smallest dataset that still works</p></li>
<li><p>error messages</p></li>
<li><p>what solutions you’ve already tried</p></li>
<li><p>check that the code you’re sharing works exactly like your original code with the issue. Sometimes you’ll realise for yourself what the solution is at this point!</p></li>
<li><p>check that the code you’re sharing works exactly like your original code with the issue.</p></li>
</ul>
<p>Don’t include:</p>
<ul>
<li><p>anything confidential</p></li>
<li><p>any code that isn’t essential to the part you’re asking about</p></li>
</ul></section><section id="where-can-you-ask-for-help" class="level2"><h2 class="anchored" data-anchor-id="where-can-you-ask-for-help">Where can you ask for help?</h2>
<p><a href="https://nhsrcommunity.slack.com/" title="A friendly and inclusive community of NHS colleagues who will always try to help">NHS-R Community Slack forum</a></p>
<p><a href="https://forum.posit.co/">The Posit forum, hosted by the company that makes and maintains RStudio</a></p>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>NHS-R</category>
  <category>R tips</category>
  <guid>https://nhsrcommunity.com/blog/asking_for_help.html</guid>
  <pubDate>Wed, 31 Jul 2024 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/help-button.png" medium="image" type="image/png" height="121" width="144"/>
</item>
<item>
  <title>NHS-R/NHS.Pycom conference 2023 my experience of the event</title>
  <dc:creator>Pablo Leon-Rodenas</dc:creator>
  <link>https://nhsrcommunity.com/blog/nhs-r-community-conference-2023-my-experience-of-the-event.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<section id="general-thoughts-about-the-conference" class="level2">
<h2 class="anchored" data-anchor-id="general-thoughts-about-the-conference">1. General thoughts about the Conference</h2>
<p>The NHS-R/NHS.Pycom conference, is a great event to share on a yearly basis, our passion for advanced healthcare, promoting the use of our core R language for our healthcare analysis and also other exciting languages such as Python.</p>
<p>This is a small contribution as a blog post trying to summarize some reflections after attending for the first time last year NHS-R/NHS.pycom 2023 Online Conference. Right after the conference, I drafted some impressions in a LinkedIn blog post: <a href="https://www.linkedin.com/feed/update/urn:li:activity:7121902571715223552/" class="uri">https://www.linkedin.com/feed/update/urn:li:activity:7121902571715223552/</a> , but there were so much buzz and interesting ideas to develop months after the conference ended, that they could constitute an entire blog post.</p>
<p>I just want to stress that I have tried to convey some general ideas and thoughts about last year conference, but the share amount of code, projects diversity and different background of the speakers and organisations that took place in the 2023 Conference was enough to inspire me and try new coding projects for the rest of the year.</p>
<p>There was a great range of talks from specific insights on using R packages like {purr}, to a more technical sessions like the one about Modelling non-linear data with Generalized Additive Models (GAMs), using the {mgcv} package with Chris Mainey. <a href="https://nhsrcommunity.com/events/nhs-r-nhs-pycom-online-conference-workshop-2023-modelling-non-linear-data-with-generalized-additive-models-gams-using-the-mgcv-package/" class="uri">https://nhsrcommunity.com/events/nhs-r-nhs-pycom-online-conference-workshop-2023-modelling-non-linear-data-with-generalized-additive-models-gams-using-the-mgcv-package/</a></p>
<p>What I most liked about the Conference was the mix of different speakers, ranging from Community developers, International Speakers and well known companies promoting the use of R and Rstudio such as Posit.</p>
<p>Some talks were Technical about specific models or packages, and others described problem solving situations in the NHS, where R has been used to create apps, like the talk where they used R to map EHR data to OMOP Common Data model on the 9th of October Online Conference or the Automatic reporting pack generation talk on the 11th of October.</p>
<p>On top of that, I really enjoyed other talks, where Python and PowerBI examples and projects were presented. It is a very inclusive event and seeing examples of different programming languages, broads our interest as analysts. There was always a good takeaway to try after the conference in R, Python or PowerBI.</p>
<p>I find really inspiring how the event manages to empower all analysts working in the NHS to add more languages to our toolbox, helping us in our daily work.</p>
<p>In this section below, I have listed the links to conference contents for each of the three main days 9, 10 and 11th of October 2023.</p>
<p><strong>NHS- R/NHS.pycom Conference: Online Conference Talks – Monday 9th October 2023</strong> Conference recording on YouTube:<a href="https://www.youtube.com/watch?v=X-fyKq1GXQI" class="uri">https://www.youtube.com/watch?v=X-fyKq1GXQI</a></p>
<p><strong>NHS- R/NHS.pycom Conference: Online Conference Talks – Tuesday 10th October 2023</strong> Conference recording on YouTube:<a href="https://www.youtube.com/watch?v=laKYVuElROs&amp;t=1s" class="uri">https://www.youtube.com/watch?v=laKYVuElROs&amp;t=1s</a></p>
<p><strong>NHS- R/NHS.pycom Conference: Online Conference Talks – Wednesday 11th October 2023</strong> Conference recording on YouTube:<a href="https://www.youtube.com/watch?v=3uSbLT7ISPc" class="uri">https://www.youtube.com/watch?v=3uSbLT7ISPc</a></p>
<p>Also I really appreciated that during and after the Conference, on the slack channel and on the NHS-R Conference website, all the GitHub repositories were made available with the talk slides and materials presented: <a href="https://github.com/chrismainey/GAMworkshop" class="uri">https://github.com/chrismainey/GAMworkshop</a></p>
</section>
<section id="last-year-nhs-rnhs.pycom-2023-conference-was-a-great-opportunity-to-listen-live-to-analysts-and-keynote-speakers-i-have-been-reading-recently.-and-to-inspire-existing-ongoing-projects" class="level2">
<h2 class="anchored" data-anchor-id="last-year-nhs-rnhs.pycom-2023-conference-was-a-great-opportunity-to-listen-live-to-analysts-and-keynote-speakers-i-have-been-reading-recently.-and-to-inspire-existing-ongoing-projects">2. Last year NHS-R/NHS.pycom 2023 conference was a great opportunity to listen live to analysts and Keynote speakers I have been reading recently. And to inspire existing ongoing projects</h2>
<p>Earlier that year, I bought and read the New Book from Bruno Rodrigues “Building reproducible analytical pipelines with R”. <a href="https://www.amazon.com/dp/B0C87H6MGF/" class="uri">https://www.amazon.com/dp/B0C87H6MGF/</a></p>
<p>That book has been extremely helpful for me to lean how to write more robust code, collaborate on GitHub with other projects, and also learn in more detail about functional programming. In fact, I used this knowledge to create the materials I used on the Lightning Talk I had the opportunity to present on the 10th of October. “Create a website using Quarto linking Rstudio with GitHub”: <a href="https://nhsrcommunity.com/events/nhs-r-nhs-pycom-online-conference-talks-2023-ticket-for-virtual-attendance-on-tuesday-10th-october-2023/" class="uri">https://nhsrcommunity.com/events/nhs-r-nhs-pycom-online-conference-talks-2023-ticket-for-virtual-attendance-on-tuesday-10th-october-2023/</a></p>
<p>The presentation for that Lightning talk is available on GitHub: <a href="https://pablo-source.github.io/NHS_R_Pycom_2023.html#/title-slide" class="uri">https://pablo-source.github.io/NHS_R_Pycom_2023.html#/title-slide</a>. Alongside with the materials used to build it :<a href="https://github.com/Pablo-tester/presentations/tree/main/NHS_R_NHS_Pycom_Oct23" class="uri">https://github.com/Pablo-tester/presentations/tree/main/NHS_R_NHS_Pycom_Oct23</a></p>
<p>Overall, the topics covered during the NHS-R/NHS.pycom 2023 Conference allowed me to improve the quality of my R and Python code, and improved my collaboration with other analysts using Git and GitHub in a more efficient way.</p>
<p>This year I have tested these new skills on a new project using {target} library to build a small pipeline to build a univariate Time Series model using ARIMA and PROPHET models. I am sill expanding this initial pipeline project. <a href="https://github.com/Pablo-source/targets-test" class="uri">https://github.com/Pablo-source/targets-test</a></p>
</section>
<section id="conference-workshops" class="level2">
<h2 class="anchored" data-anchor-id="conference-workshops">3. Conference workshops</h2>
<p>There were plenty of workshops available through the NHS-R/NHS.pycom Online Conference. These workshops were running in parallel to the main talk sessions, and running with a small groups of attendants. Its hands on nature was great to learn quickly joining efforts with other analysts. These workshop websites can be found in the NHS-R website past events section: <a href="https://nhsrcommunity.com/past-events/" class="uri">https://nhsrcommunity.com/past-events/</a></p>
<p>I would have loved to be able to attend all the workshops, but unfortunately it was not possible, but I enjoyed the following five ones, with a great combination of advanced statistical analysis and visualization techniques.</p>
<p>NHS-R/NHS.pycom Online Conference Workshop 2023 – Modelling non-linear data with Generalized Additive Models (GAMs), using the {mgcv} package</p>
<p><a href="https://nhsrcommunity.com/events/nhs-r-nhs-pycom-online-conference-workshop-2023-modelling-non-linear-data-with-generalized-additive-models-gams-using-the-mgcv-package/" class="uri">https://nhsrcommunity.com/events/nhs-r-nhs-pycom-online-conference-workshop-2023-modelling-non-linear-data-with-generalized-additive-models-gams-using-the-mgcv-package/</a></p>
<p>NHS-R/NHS.pycom Online Conference Workshop 2023 – Create your own API with Python and FastAPI Workshop recording on YouTube:<a href="https://www.youtube.com/watch?v=_D4llf41KC8" class="uri">https://www.youtube.com/watch?v=_D4llf41KC8</a></p>
<p>NHS-R/NHS.pycom Online Conference Workshop 2023 – Introduction to Regression Modelling in R</p>
<p>NHS-R/NHS.pycom Online Conference Workshop 2023 – Data Visualisation with Seaborn Workshop recording on YouTube: <a href="https://www.youtube.com/watch?v=LZdbCOOdsPE" class="uri">https://www.youtube.com/watch?v=LZdbCOOdsPE</a></p>
<p>Also I do like that across all Conference workshops, RAP principles and Version control talks were present on several of the available workshops/</p>
<p>NHS-R/NHS.pycom Online Conference Workshop 2023 – Introduction to Version Control (Git/GitHub) Workshop recording on YouTube: <a href="https://www.youtube.com/watch?v=wOk7wDsHD8o" class="uri">https://www.youtube.com/watch?v=wOk7wDsHD8o</a></p>
</section>
<section id="final-takeaway-ideas-from-last-year-conference" class="level2">
<h2 class="anchored" data-anchor-id="final-takeaway-ideas-from-last-year-conference">4. Final takeaway ideas from last year conference</h2>
<ul>
<li><p>The NHS-R NHS-R/NHS.pycom Online Conference Talks 2023 is a source of inspiration for Analysts working with R and Python, from both Keynote, Plenary and Lightning Talks.</p></li>
<li><p>Is also a great opportunity to meet analysts and developers from the NHS and also other Organisations and companies, allowing you to network and match specific projects with the people and teams developing it. Great to see the faces behind all these big projects.</p></li>
<li><p>It is great to listen live international speakers from R and Posit and many other companies, explaining how they have designed the packages and tools sometimes we use in our day to day job. It is fantastic to see at the conference the developers presenting the most popular packages and tools we use in our day to day job.</p></li>
<li><p>Thanks to the speakers and organisation making most of the talk materials available online, it is perfect to learn at our own pace in the months after the Conference has taken place.</p></li>
<li><p>Also most of the tools used are R and Python, making open software and scripts used in the demos available on GitHub. That gives us plenty of materials to explore and learn from our own GitHub repos right after each conference day.</p></li>
</ul>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Conference</category>
  <guid>https://nhsrcommunity.com/blog/nhs-r-community-conference-2023-my-experience-of-the-event.html</guid>
  <pubDate>Tue, 04 Jun 2024 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/2023-nhsr-conference.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Publish on GitHub</title>
  <dc:creator>Zoë Turner</dc:creator>
  <link>https://nhsrcommunity.com/blog/publish-on-github.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p>I had a question on this directly on how to publish and then another one popped up on the NHS-R Community Slack so, in the principle of DRY (Don’t Repeat Yourself) this is a short blog on how to publish (free!) slides, websites and reports through GitHub.</p>
<p>We publish all the NHS-R Community course slides through GitHub and the following refers to the <a href="https://intro-quarto.nhsrcommunity.com/">Introduction to Quarto slides</a>.</p>
<section id="setting-up-on-github" class="level1">
<h1>Setting up on GitHub</h1>
<p>Publishing is through the Settings tab which is hidden unless you have rights to the repository.</p>
<p>There will be a Pages tab along the side which is where the settings can be changed <a href="https://docs.github.com/en/pages/getting-started-with-github-pages/creating-a-github-pages-site" class="uri">https://docs.github.com/en/pages/getting-started-with-github-pages/creating-a-github-pages-site</a>.</p>
<p>The NHS-R Community course repositories publish through the “deploy from a branch” setting with <code>main</code> and <code>root</code> on the branch but note that these have a redirect on the pages to the NHS-R web url so is called <code>nhsrcommunity.com</code>. Pages that are published through GitHub usually have <code>github.io</code> in the url name.</p>
</section>
<section id="for-quarto-files" class="level1">
<h1>For Quarto files</h1>
<p>If you are publishing a series of slides, as the format is often for NHS-R Community courses, if you add a blank file to the folder and call it <code>_quarto.yml</code> it acts like an engine to all the slides so you don’t have to repeat code. An example is <a href="https://github.com/nhs-r-community/intro-quarto/blob/main/_quarto.yml" class="uri">https://github.com/nhs-r-community/intro-quarto/blob/main/_quarto.yml</a> where the author is coded once here but appears on all the slides in this project folder. This isn’t needed for publishing but can make your code a bit less cluttered if you have many files to publish and means you only have to make changes in one place.</p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>GitHub</category>
  <category>RMarkdown</category>
  <category>Quarto</category>
  <guid>https://nhsrcommunity.com/blog/publish-on-github.html</guid>
  <pubDate>Mon, 03 Jun 2024 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/screenshot-github-settings.PNG" medium="image"/>
</item>
<item>
  <title>Recoding an NA and back again</title>
  <dc:creator>Zoë Turner</dc:creator>
  <link>https://nhsrcommunity.com/blog/coding-to-and-from-NA.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<section id="create-data" class="level2">
<h2 class="anchored" data-anchor-id="create-data">Create data</h2>
<p>This was written originally in an Excel spreadsheet and used {datapasta} to copy into R as code to build the same data frame. {datapasta} can be access through RStudio as an Addin as well as code. Find out more about {datapasta} from the <a href="https://intro-r-rstudio.nhsrcommunity.com/session-datapasta.html#/title-slide">Introduction to R and R Studio course</a>.</p>
</section>
<section id="recoding-to-na" class="level2">
<h2 class="anchored" data-anchor-id="recoding-to-na">Recoding to NA</h2>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb1" style="background: #f1f3f5;"><pre class="sourceCode r code-with-copy"><code class="sourceCode r"><span id="cb1-1">survey <span class="ot" style="color: #003B4F;
background-color: null;
font-style: inherit;">&lt;-</span> tibble<span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tribble</span>(</span>
<span id="cb1-2">  <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span>Survey.Response, <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span>Code,</span>
<span id="cb1-3">       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Response1"</span>,   <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>L,</span>
<span id="cb1-4">       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Response2"</span>,    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">2</span>L,</span>
<span id="cb1-5">       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Response3"</span>,   <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">10</span>L,</span>
<span id="cb1-6">       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Response4"</span>,    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>L,</span>
<span id="cb1-7">       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Response5"</span>,    <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">5</span>L,</span>
<span id="cb1-8">       <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Response6"</span>,   <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>L,</span>
<span id="cb1-9">        <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"Missing"</span>, <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">NA</span></span>
<span id="cb1-10">  )</span></code></pre></div></div>
</div>
</section>
<section id="recode-to-na" class="level2">
<h2 class="anchored" data-anchor-id="recode-to-na">Recode to NA</h2>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb2" style="background: #f1f3f5;"><pre class="sourceCode r code-with-copy"><code class="sourceCode r"><span id="cb2-1"><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">library</span>(tidyverse)</span>
<span id="cb2-2"></span>
<span id="cb2-3">survey <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span id="cb2-4">  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span>(<span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">new_column =</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">na_if</span>(Code, <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">-</span><span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">9</span>))</span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code># A tibble: 7 × 3
  Survey.Response  Code new_column
  &lt;chr&gt;           &lt;int&gt;      &lt;int&gt;
1 Response1          -9         NA
2 Response2           2          2
3 Response3          10         10
4 Response4           0          0
5 Response5           5          5
6 Response6          -9         NA
7 Missing            NA         NA</code></pre>
</div>
</div>
<p>It’s also possible to use the numbers and <code>case_when()</code>:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="annotated-cell-3" style="background: #f1f3f5;"><pre class="sourceCode r code-annotation-code code-with-copy code-annotated"><code class="sourceCode r"><span id="annotated-cell-3-1">survey <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<a class="code-annotation-anchor" data-target-cell="annotated-cell-3" data-target-annotation="1" onclick="event.preventDefault();">1</a><span id="annotated-cell-3-2" class="code-annotation-target">  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span>(<span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">new_column =</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">case_when</span>(Code <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span> <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span> <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">NA</span>,</span>
<a class="code-annotation-anchor" data-target-cell="annotated-cell-3" data-target-annotation="2" onclick="event.preventDefault();">2</a><span id="annotated-cell-3-3" class="code-annotation-target">                                Code <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">==</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span> <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1000</span>,</span>
<a class="code-annotation-anchor" data-target-cell="annotated-cell-3" data-target-annotation="3" onclick="event.preventDefault();">3</a><span id="annotated-cell-3-4" class="code-annotation-target">                                <span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">.default =</span> Code))</span><div class="code-annotation-gutter-bg"></div><div class="code-annotation-gutter"></div></code></pre></div></div>
<div class="cell-annotation">
<dl class="code-annotation-container-grid">
<dt data-target-cell="annotated-cell-3" data-target-annotation="1">1</dt>
<dd>
<span data-code-cell="annotated-cell-3" data-code-lines="2" data-code-annotation="1">Where <code>Code</code> is less than 0 then code to <code>NA</code>.</span>
</dd>
<dt data-target-cell="annotated-cell-3" data-target-annotation="2">2</dt>
<dd>
<span data-code-cell="annotated-cell-3" data-code-lines="3" data-code-annotation="2">Where <code>Code</code> is equal to 0 then recode to <code>1000</code> which is a number that will stand out.</span>
</dd>
<dt data-target-cell="annotated-cell-3" data-target-annotation="3">3</dt>
<dd>
<span data-code-cell="annotated-cell-3" data-code-lines="4" data-code-annotation="3">For everything else return the original data from column <code>Code</code>.</span>
</dd>
</dl>
</div>
<div class="cell-output cell-output-stdout">
<pre><code># A tibble: 7 × 3
  Survey.Response  Code new_column
  &lt;chr&gt;           &lt;int&gt;      &lt;dbl&gt;
1 Response1          -9         NA
2 Response2           2          2
3 Response3          10         10
4 Response4           0       1000
5 Response5           5          5
6 Response6          -9         NA
7 Missing            NA         NA</code></pre>
</div>
</div>
<p>Or <code>ifelse()</code> where there are only two options:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb5" style="background: #f1f3f5;"><pre class="sourceCode r code-with-copy"><code class="sourceCode r"><span id="cb5-1">survey <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span id="cb5-2">  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span>(<span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">new_column =</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">ifelse</span>(Code <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;</span> <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">0</span>, <span class="cn" style="color: #8f5902;
background-color: null;
font-style: inherit;">NA</span>, Code))</span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code># A tibble: 7 × 3
  Survey.Response  Code new_column
  &lt;chr&gt;           &lt;int&gt;      &lt;int&gt;
1 Response1          -9         NA
2 Response2           2          2
3 Response3          10         10
4 Response4           0          0
5 Response5           5          5
6 Response6          -9         NA
7 Missing            NA         NA</code></pre>
</div>
</div>
</section>
<section id="recode-from-na" class="level2">
<h2 class="anchored" data-anchor-id="recode-from-na">Recode from NA</h2>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode cell-code" id="cb7" style="background: #f1f3f5;"><pre class="sourceCode r code-with-copy"><code class="sourceCode r"><span id="cb7-1">survey <span class="sc" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span id="cb7-2">  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">mutate</span>(<span class="at" style="color: #657422;
background-color: null;
font-style: inherit;">new_column2 =</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">replace_na</span>(Code, <span class="dv" style="color: #AD0000;
background-color: null;
font-style: inherit;">1000</span>))</span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code># A tibble: 7 × 3
  Survey.Response  Code new_column2
  &lt;chr&gt;           &lt;int&gt;       &lt;int&gt;
1 Response1          -9          -9
2 Response2           2           2
3 Response3          10          10
4 Response4           0           0
5 Response5           5           5
6 Response6          -9          -9
7 Missing            NA        1000</code></pre>
</div>
</div>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>R tips</category>
  <guid>https://nhsrcommunity.com/blog/coding-to-and-from-NA.html</guid>
  <pubDate>Tue, 12 Mar 2024 00:00:00 GMT</pubDate>
</item>
<item>
  <title>Showcasing a function - separate()
</title>
  <dc:creator>Zoë Turner</dc:creator>
  <link>https://nhsrcommunity.com/blog/showcasing-functions-separate.html</link>
  <description><![CDATA[ <!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html --><!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
--><!-- <header id="title-block-header" class="quarto-title-block default page-columns"> --><!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> --><section id="create-data" class="level2"><h2 class="anchored" data-anchor-id="create-data">Create data</h2>
<p>This was written originally in an Excel spreadsheet and used {datapasta} to copy into R as code to build the same data frame. {datapasta} can be access through RStudio as an Addin as well as code. Find out more about {datapasta} from the <a href="https://intro-r-rstudio.nhsrcommunity.com/session-datapasta.html#/title-slide">Introduction to R and R Studio course</a>.</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb1" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">&lt;-</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tibble</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tribble</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span></span>
<span>    <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Patient</span>,          <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">~</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Codes</span>,</span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"PatientA"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"A01, A02, A03"</span>,</span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"PatientB"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"B01; B02; B03"</span>,</span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"PatientC"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"C01; C03"</span>,</span>
<span>  <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"PatientD"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"D01. D02. D03"</span></span>
<span>  <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
</div>
</section><section id="separate-codes-by-position" class="level2"><h2 class="anchored" data-anchor-id="separate-codes-by-position">Separate codes by position</h2>
<p>Separate into columns in the order data appears</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb2" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="kw" style="color: #003B4F;
background-color: null;
font-weight: bold;
font-style: inherit;"><a href="https://rdrr.io/r/base/library.html">library</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;"><a href="https://tidyverse.tidyverse.org">tidyverse</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span>
<span></span>
<span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tidyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">separate</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Codes</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"col1"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"col2"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"col3"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code># A tibble: 4 × 4
  Patient  col1  col2  col3 
  &lt;chr&gt;    &lt;chr&gt; &lt;chr&gt; &lt;chr&gt;
1 PatientA A01   A02   A03  
2 PatientB B01   B02   B03  
3 PatientC C01   C03   &lt;NA&gt; 
4 PatientD D01   D02   D03  </code></pre>
</div>
</div>
<p><a href="https://tidyr.tidyverse.org/reference/separate.html">https://tidyr.tidyverse.org/reference/separate.html</a></p>
</section><section id="add-a-pivot" class="level2"><h2 class="anchored" data-anchor-id="add-a-pivot">Add a pivot</h2>
<p>To move wide data to longer:</p>
<div class="cell">
<div class="code-copy-outer-scaffold"><div class="sourceCode" id="cb4" style="background: #f1f3f5;"><pre class="downlit sourceCode r code-with-copy"><code class="sourceCode R"><span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">data</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tidyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">separate</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="va" style="color: #111111;
background-color: null;
font-style: inherit;">Codes</span>, <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"col1"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"col2"</span>, <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"col3"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span> <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">|&gt;</span> </span>
<span>  <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">tidyr</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">::</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">pivot_longer</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span>cols <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;"><a href="https://rdrr.io/r/base/c.html">c</a></span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="fu" style="color: #4758AB;
background-color: null;
font-style: inherit;">starts_with</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">(</span><span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"col"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span>,</span>
<span>               names_to <span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">=</span> <span class="st" style="color: #20794D;
background-color: null;
font-style: inherit;">"type"</span><span class="op" style="color: #5E5E5E;
background-color: null;
font-style: inherit;">)</span></span></code></pre></div></div>
<div class="cell-output cell-output-stdout">
<pre><code># A tibble: 12 × 3
   Patient  type  value
   &lt;chr&gt;    &lt;chr&gt; &lt;chr&gt;
 1 PatientA col1  A01  
 2 PatientA col2  A02  
 3 PatientA col3  A03  
 4 PatientB col1  B01  
 5 PatientB col2  B02  
 6 PatientB col3  B03  
 7 PatientC col1  C01  
 8 PatientC col2  C03  
 9 PatientC col3  &lt;NA&gt; 
10 PatientD col1  D01  
11 PatientD col2  D02  
12 PatientD col3  D03  </code></pre>
</div>
</div>


</section><a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>R tips</category>
  <guid>https://nhsrcommunity.com/blog/showcasing-functions-separate.html</guid>
  <pubDate>Tue, 12 Mar 2024 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/screenshot-separate-code.png" medium="image" type="image/png" height="91" width="144"/>
</item>
<item>
  <title>Building a Quarto website for NHS-R Community</title>
  <dc:creator>Zoë Turner</dc:creator>
  <link>https://nhsrcommunity.com/blog/building-a-quarto-website.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<section id="the-story-so-far" class="level1 page-columns page-full">
<h1>The story so far</h1>
<p>A few years ago Mohammed A Mohammed, who was integral to getting NHS-R Community set up, suggested I might like to get involved by creating a website for NHS-R Community. At that time I had no idea where to start so my involvement stalled and a website was built, with help from a 3rd party, in WordPress. WordPress is a great website tool that can support very complicated sites like NHS-R Community’s, as we have both a static site and an Events Management system which means that we don’t need to rely (or pay!) for Eventbrite. We’ve used the system for sign up to hundreds of webinars and workshops, not to mention several hundred people attending conferences over the years.</p>
<section id="moving-to-purely-coded-websites" class="level2 page-columns page-full">
<h2 class="anchored" data-anchor-id="moving-to-purely-coded-websites">Moving to purely coded websites</h2>
<p>In the time it’s taken from that initial suggestion about building the website to now, where I help to manage the site, I’ve had the opportunity to build websites for myself using <a href="https://rstudio.github.io/distill/website.html">{distill}</a> and <a href="https://hugo-apero-docs.netlify.app/">Hugo Apéro</a> as well as the release of <a href="https://quarto.org/">Quarto</a> which I was incredibly keen to try out for website creation.</p>
<p>I’d used Quarto for slides and reports and been hugely impressed with it. Getting started with Quarto is relatively easy if you’ve coded for a while, but like with anything, you have to start off at the basics and quickly want more complex functionality as you get going. This is even more of an issue when you are moving from one system to another and it’s more of a translation than a build-from-scratch project.</p>

<div class="no-row-height column-margin column-container"><div class="margin-aside">
<p>Although Quarto has come from the R side of coding it can be used by any other language coder as it supports Python, Julia and Observable. Quarto output can be built in RStudio but equally as easily in other programs like VS Code.</p>
</div></div><p>Luckily for me, many people had already jumped into Quarto websites and their code was available online to delve into. I particularly was keen to follow the work of the Brian Tarran for the Royal Statistical Society’s <a href="https://realworlddatascience.net/">Real World Data Science</a> website because, at first glance, this doesn’t give itself away as being built on Quarto! And I also really like Silvia Canelón’s <a href="https://silviacanelon.com/">personal blog site</a> for its beauty and functionality. Silvia has particularly worked hard on accessibility of her website and has written a lot of CSS code which I’m learning through what she has shared.</p>
<p>Accessibility is something that the WordPress site needed considerable work on, particularly when checked with a website called the <a href="https://wave.webaim.org/">Web Accessibility Evaluation Tool</a> which Silvia recommends on her blog site. The new Quarto site will need this too of course but now that the code is out in the open, anyone can contribute. That can be either making changes to the code but also highlighting problems as issues that can then be open to everyone to view.</p>
</section>
<section id="benefits-to-quarto" class="level2">
<h2 class="anchored" data-anchor-id="benefits-to-quarto">Benefits to Quarto</h2>
<section id="accessibility" class="level3">
<h3 class="anchored" data-anchor-id="accessibility">Accessibility</h3>
<p>I’ll mention accessibility again as that’s hugely important and I like the fact that the people working on Quarto also think a lot about accessibility. Adding alt text has never been easier and any code (in the YAML) that refers to an image nearly always has functionality to add image alt text too.</p>
</section>
<section id="search-functionality" class="level3">
<h3 class="anchored" data-anchor-id="search-functionality">Search functionality</h3>
<p>The search function for Quarto books is really impressive and the same functionality can be found in Quarto websites. There might be a plug in within WordPress to make searching through blogs for particular words but with Quarto it’s not something that needs adding - it’s there from the start. I now no longer have to think about tags or categories for blogs to make them easier to find (and then remember them to find the blogs which is the trickier part for me!).</p>
</section>
<section id="formatting-code" class="level3">
<h3 class="anchored" data-anchor-id="formatting-code">Formatting code</h3>
<p>This was a bit of a niggle with WordPress in that it’s not really a website for coders to show their code examples (although there may be a plug in for that!). Quarto handles code snippets and examples by beautifully formatting it to look different to text but also runs the code for you if you want. It’s meant that the charts that are talked about in some blogs are produced as the code is run, not as static pictures that also can’t be copied easily as a picture doesn’t give the functionality for highlighting to copy.</p>
<p>Usually a blogger will choose a nice image to complement their writing and Quarto gives that functionality but I had a lovely surprise when charts that are created by the blog code became the thumbnail image automatically.</p>
</section>
<section id="open-to-contribution" class="level3">
<h3 class="anchored" data-anchor-id="open-to-contribution">Open to contribution</h3>
<p>Having a website that can publish R or Python code is an absolute joy. I used to write blogs in RMarkdown, render them to html and then copy the output to WordPress and in the copying and pasting often lost links or formatting.</p>
<p>Being open to contribution of course also means that the repository will be available to people to do pull requests. I’ve set the repository so that it’s not necessary to Render the website to contribute so any additions or changes just need to be made to the <code>qmd</code> files.</p>
</section>
<section id="a-chance-to-delve-into-history" class="level3">
<h3 class="anchored" data-anchor-id="a-chance-to-delve-into-history">A chance to delve into history</h3>
<p>Now this point could have come from any change in website but I’ve taken the opportunity to go through each blog and transfer it to Quarto. There are no doubt quicker ways to do this as I can export from WordPress and then work on code to to get it to a format that can be published, but I started with moving a couple of blogs to get started and I’ve really enjoyed this even though it takes a bit more time to do.</p>
<p>Starting in 2018 when the blogs first started I didn’t know R <em>at all</em>. I started learning with NHS-R Community so these early blogs meant very little to me at the time. As I’ve gone through each blog, formatting them and checking the R code runs (I found a couple of tiny mistakes this way) and the links still work I’ve been more like an archivist than a coder. My favourite discovery, and shock, was that I found that RAP (Reproducible Analytical Pipelines) was shared with the NHS-R Community in 2018 although I only really heard about it from 2020. It was very much like the moment I experienced when I went through my old Geography school books and found I’d been taught in those lessons about Index of Multiple Deprivation (IMD) but I had absolutely no recollection of it at all! It hadn’t been the right time for me to really hear about it and yet in time, it’s become something that I now really love working with. You can read more about IMD in a Quarto collaborative book for NHS-R Community called <a href="https://health-inequalities.nhsrcommunity.com/content/imd.html">Health Inequalities</a>.</p>
</section>
</section>
<section id="contributions-are-welcome" class="level2">
<h2 class="anchored" data-anchor-id="contributions-are-welcome">Contributions are welcome!</h2>
<p>Knowing where to start with contributions can be a barrier so I’ve written out a few things to try to help people do this. Firstly, our Quarto book (yes another one - they are additive be warned!) <a href="https://tools.nhsrcommunity.com/contribution.html">Statement on Tools</a> includes some technical appendices including Contributing to <a href="https://tools.nhsrcommunity.com/contribution.html">GitHub repositories</a>.</p>
<p>If you want to get involved with the NHS-R Community more generally we are building on the <a href="https://nhsrway.nhsrcommunity.com/community-handbook.html">NHS-R Way</a> which essentially documents the community. We’ve got a number of activities listed out and these are all open to get involved with, or set up something else.</p>
<p>We can be found, as a community, in <a href="https://nhsrway.nhsrcommunity.com/community-handbook.html#slack">Slack</a> and our central email is <a href="nhs.rcommunity@nhs.net">nhs.rcommunity@nhs.net</a>.</p>


</section>
</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Reflections</category>
  <guid>https://nhsrcommunity.com/blog/building-a-quarto-website.html</guid>
  <pubDate>Sat, 24 Feb 2024 00:00:00 GMT</pubDate>
</item>
<item>
  <title>Navigating the Data-Driven Frontier: Insights from an NHS-R Committee Member</title>
  <dc:creator>Prajwal Khairnar</dc:creator>
  <link>https://nhsrcommunity.com/blog/navigating-the-data-driven-frontier-insights-from-an-nhs-r-committee-member.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<!-- Image by <a href="https://pixabay.com/users/startupstockphotos-690514/?utm_source=link-attribution&utm_medium=referral&utm_campaign=image&utm_content=594090">StartupStockPhotos</a> from <a href="https://pixabay.com//?utm_source=link-attribution&utm_medium=referral&utm_campaign=image&utm_content=594090">Pixabay</a> -->
<p>Greetings, esteemed members of the NHS-R Community, data enthusiasts, and healthcare aficionados! It is with great excitement that I share my recent journey as a committee member with the NHS-R Community, a vibrant hub dedicated to championing the use of R and data science tools in the UK health and care system.</p>
<section id="the-community" class="level2">
<h2 class="anchored" data-anchor-id="the-community">The Community</h2>
<p>Established in 2018, the NHS-R Community has rapidly evolved into a dynamic collective of professionals from diverse backgrounds. Our community encompasses members from public sector organizations, including Local Authorities and Civil Service, academia, and the voluntary sector. We are united by a shared passion for advancing healthcare through the transformative power of data. While our core language is R, we are equally enthusiastic about embracing a broad spectrum of data science tools, recognizing their integral role in shaping the future of healthcare analytics.</p>
</section>
<section id="steering-the-course-the-committees-impact" class="level2">
<h2 class="anchored" data-anchor-id="steering-the-course-the-committees-impact">Steering the Course: The Committee’s Impact</h2>
<p>As a committee member, my role involves active participation in shaping the community’s approach, focus, and overall strategy. We meet regularly to deliberate on initiatives, conferences, and the overarching direction for the community. The committee serves as a crucial forum for collective decision-making, ensuring that our initiatives align with the evolving needs of the community and contribute to positive change.</p>
</section>
<section id="committee-meetings-a-glimpse-into-our-world" class="level2">
<h2 class="anchored" data-anchor-id="committee-meetings-a-glimpse-into-our-world">Committee Meetings: A Glimpse into Our World</h2>
<p>Our meetings are a lively exchange of ideas, experiences, and visions for the future. Whether we’re brainstorming innovative projects, refining strategies, or planning impactful conferences, each committee member brings a unique perspective to the table. The collaborative spirit is palpable as we navigate the dynamic landscape of data science in healthcare.</p>
</section>
<section id="driving-positive-change" class="level2">
<h2 class="anchored" data-anchor-id="driving-positive-change">Driving Positive Change</h2>
<p>Being part of the committee means playing a pivotal role in fostering collaboration and steering the community toward meaningful outcomes. We celebrate diversity in thought and expertise, recognizing that it is the key to unlocking the full potential of data science in healthcare.</p>
</section>
<section id="contributions-welcome" class="level2">
<h2 class="anchored" data-anchor-id="contributions-welcome">Contributions Welcome</h2>
<p>One of the hallmarks of our community is the open invitation for contributions. Our GitHub repository: <a href="https://github.com/nhs-r-community">NHS-R Community</a> hosts a wealth of resources, including packages and training materials, and we wholeheartedly welcome contributions from community members. It’s an empowering experience to witness the collective impact of our shared knowledge and skills.</p>
</section>
<section id="join-the-conversation" class="level2">
<h2 class="anchored" data-anchor-id="join-the-conversation">Join the Conversation</h2>
<p>If you’re passionate about data science, healthcare, and making a positive impact, the NHS-R Community is the place to be. Whether you’re an R enthusiast, a data science wizard, or a healthcare professional with an interest in analytics, there’s a place for you in our diverse and welcoming community.</p>
<p>As I continue my journey as a committee member, I’m excited about the endless possibilities that lie ahead. Together, we’re shaping the future of healthcare analytics, one R script at a time.</p>
<p>Stay tuned for more updates from the NHS-R Community, where data meets healthcare, and innovation knows no bounds. See you in the data-driven frontier!</p>


</section>

<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>Committee</category>
  <guid>https://nhsrcommunity.com/blog/navigating-the-data-driven-frontier-insights-from-an-nhs-r-committee-member.html</guid>
  <pubDate>Tue, 06 Feb 2024 00:00:00 GMT</pubDate>
  <media:content url="https://nhsrcommunity.com/blog/img/startup.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>What is a “proper” data scientist anyway?</title>
  <dc:creator>Chris Beeley</dc:creator>
  <link>https://nhsrcommunity.com/blog/what-is-a-proper-data-scientist-anyway.html</link>
  <description><![CDATA[ 


<!-- source: https://github.com/gadenbuie/garrickadenbuie-com/blob/main/_partials/title-block-link-buttons/title-block.html -->
<!--
<header id="title-block-header" class="quarto-title-block default">
<div class="quarto-title">
-->
<!-- <header id="title-block-header" class="quarto-title-block default page-columns"> -->
<!-- <div class="quarto-title page-columns page-full featured-image p-4" style="background-image: url(featured.png), url(featured.jpg), url(../featured.jpg);"> -->



<p>I’ve talked to a lot of people over the years about whether they’re a “proper” data scientist. When I started writing code to analyse data there were no data scientists in the NHS, or none that I knew at least. In 2012 data science was called <a href="https://hbr.org/2012/10/data-scientist-the-sexiest-job-of-the-21st-century">The sexiest job of the 21st Century</a> and still I couldn’t see it anywhere in the NHS. I started calling myself a data scientist around 2017, and I started calling the people in my team data scientists too. In my book, if you’re trying to get better at data science, that means if you’re trying to know more about computing than a statistician, and more about statistics than a software engineer, you’re a data scientist, however great or terrible you are at it. I have a long running joke that I have a special sword in my office that I can use to “Knight” people and make them Proper Data Scientists.</p>
<p>I had an experience that made me think about this long running issue recently. My team is working on quite a large complicated model that’s being rolled out at the moment. There was a big workshop coming up and we needed to get it looking the part. To meet the deadline I put everything else down for 1-2 weeks and wrote some code with the rest of the team. In my current role I basically never write any code which feels strange after 10 years of doing little else but that’s another blog post for another day. I was a little surprised, or I suppose not all that surprised, to find that I was a bit intimidated. I was sending pull requests for review to the person who wrote the code originally and I was a bit worried about what they’d think of me. This person is a helpful, friendly person I’ve known for a long time, never passes judgement on those who are still learning, they are line managed by me, and they know full well I haven’t written any code for a year (so might be sympathetic) but I was still worried about what they would think of my pull request.</p>
<p>And quite honestly the other part of my job, the what the heck else I do all day as a data scientist would doesn’t write code, I don’t really feel like I know what I’m doing there either for a good chunk of the time. I came to my new role to stretch and challenge myself and it’s certainly working but I’m often finding myself doing something I’ve never done before (leading a conference) or something I’ve done lots of times but am just not particularly good at (faffing around with budgets and timesheets and all the other paperwork stuff). The point of this blog post is to say that in my experience that fear never really goes away. My advice would be to stretch and challenge yourself, sure, but don’t question whether you’re a “proper” anything. I’m as good at writing code as I’m ever going to be now I’m doing other stuff with my time, and I’ve really just started the long journey to growing and improving as a data science team manager. And that’s OK. And if you’re reading this and you’re trying to be a better data scientist, however great or terrible you are at it, you’re a data scientist. And I’ll bring my special sword to knight you as a proper data scientist to the next NHS-R conference to prove it.</p>
<p>Chris Beeley, Head of Data Science, Strategy Unit, MLCSU</p>



<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a><div id="quarto-appendix" class="default"><section class="quarto-appendix-contents" id="quarto-reuse"><h2 class="anchored quarto-appendix-heading">Reuse</h2><div class="quarto-appendix-contents"><div><a rel="license" href="https://creativecommons.org/publicdomain/zero/1.0/">CC0 1.0</a></div></div></section></div> ]]></description>
  <category>NHS-R</category>
  <guid>https://nhsrcommunity.com/blog/what-is-a-proper-data-scientist-anyway.html</guid>
  <pubDate>Mon, 08 Jan 2024 00:00:00 GMT</pubDate>
</item>
</channel>
</rss>
