<?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>resouRces</title>
<link>https://www.resourcesdatabase.com/</link>
<atom:link href="https://www.resourcesdatabase.com/index.xml" rel="self" type="application/rss+xml"/>
<description>Database of Resources to Learn &amp; Teach R</description>
<image>
<url>https://www.resourcesdatabase.com/images/logo.png</url>
<title>resouRces</title>
<link>https://www.resourcesdatabase.com/</link>
<height>144</height>
<width>144</width>
</image>
<generator>quarto-1.6.42</generator>
<lastBuildDate>Wed, 13 Aug 2025 04:00:00 GMT</lastBuildDate>
<item>
  <title>Teaching Methods with R</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/307/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p><strong>Excerpt from site:</strong> Research Methods in R is a set of guides on how to use R as your central research methods tool. The target audience is psychology undergraduate students. Research Methods in R is Creative Commons, so you are free to reuse these materials and adapt them as you wish, as long as you attribute them to their authors, and as long as your modifications have a Creative Commons licence. They come with absolutely no warranty of any kind.</p>
<ol type="1">
<li>Link to site here: <a href="https://ajwills72.github.io/rminr/" class="uri">https://ajwills72.github.io/rminr/</a></li>
</ol>
<p><a href="https://ajwills72.github.io/rminr/"><img src="https://www.resourcesdatabase.com/posts/307/featured.png" class="img-fluid" alt="Screenshot of the &quot;rminr&quot; website titled &quot;Research Methods in R.&quot; The 2023 edition includes guides for using R in psychological research, aimed at undergraduate students. Materials are curated by Andy Wills and are available under a Creative Commons license. A &quot;View on GitHub&quot; button is visible in the top right corner."></a></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> ]]></description>
  <category>statistics</category>
  <guid>https://www.resourcesdatabase.com/posts/307/</guid>
  <pubDate>Wed, 13 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/307/featured.png" medium="image" type="image/png" height="85" width="144"/>
</item>
<item>
  <title>Teacup Giraffes_Intro to Statistics🦒</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/308/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <a href="https://tinystats.github.io/teacups-giraffes-and-statistics/02_bellCurve.html">Hasse Walum &amp; Desirée De Leon</a></p>
<p>The site’s purpose is to introduce you to statistics with R. Very concise and clear 😄 !</p>
<ol type="1">
<li>Link to the “Introduction to the Normal Distribution” module here: <a href="https://tinystats.github.io/teacups-giraffes-and-statistics/02_bellCurve.html" class="uri">https://tinystats.github.io/teacups-giraffes-and-statistics/02_bellCurve.html</a></li>
<li>Link to the “Measures of centrality: Mean, Median, &amp; Mode” module here: <a href="https://tinystats.github.io/teacups-giraffes-and-statistics/03_mean.html" class="uri">https://tinystats.github.io/teacups-giraffes-and-statistics/03_mean.html</a></li>
<li>Link to the “The Spread of the Data: Variance * Standard Deviation” module here: <a href="https://tinystats.github.io/teacups-giraffes-and-statistics/04_variance.html" class="uri">https://tinystats.github.io/teacups-giraffes-and-statistics/04_variance.html</a></li>
<li>Link to the “A tale of two variables: Covariance &amp; Correlation” module here: <a href="https://tinystats.github.io/teacups-giraffes-and-statistics/05_correlation.html" class="uri">https://tinystats.github.io/teacups-giraffes-and-statistics/05_correlation.html</a></li>
<li>Link to the “Introduction to Inference: Standard Error” module here: <a href="https://tinystats.github.io/teacups-giraffes-and-statistics/06_standardError.html" class="uri">https://tinystats.github.io/teacups-giraffes-and-statistics/06_standardError.html</a></li>
</ol>
<p><a href="https://tinystats.github.io/teacups-giraffes-and-statistics/02_bellCurve.html"><img src="https://tinystats.github.io/teacups-giraffes-and-statistics/images/big_image/Hills.jpg" class="img-fluid" alt="Whimsical cartoon scene of a grassy hill with three giraffes and a pink snail. A tall giraffe stands on the right hilltop, while two smaller giraffes and the snail are gathered on the lower left side. Large green leaves, rocky terrain, and light blue mountains with clouds frame the background under a bright blue sky."></a></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> ]]></description>
  <category>statistics</category>
  <category>Joscelin&#39;s fav</category>
  <guid>https://www.resourcesdatabase.com/posts/308/</guid>
  <pubDate>Wed, 13 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://tinystats.github.io/teacups-giraffes-and-statistics/images/big_image/Hills.jpg" medium="image" type="image/jpeg"/>
</item>
<item>
  <title>Test your model!! Performance package</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/309/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>Test if your model is a good model!</p>
<p>The primary goal of the performance package is to provide utilities for computing indices of model quality and goodness of fit. This includes measures like r-squared (R2), root mean squared error (RMSE) or intraclass correlation coefficient (ICC), but also functions to check (mixed) models for overdispersion, zero-inflation, convergence or singularity.</p>
<ol type="1">
<li>Link to information: <a href="https://easystats.github.io/performance/index.html" class="uri">https://easystats.github.io/performance/index.html</a></li>
</ol>
<p><a href="https://easystats.github.io/performance/index.html"><img src="https://easystats.github.io/performance/logo.png" class="img-fluid" alt="Hex logo for the performance R package showing a cartoon monster being scored by three judges holding signs with numbers."></a></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> ]]></description>
  <category>statistics</category>
  <category>Joscelin&#39;s fav</category>
  <guid>https://www.resourcesdatabase.com/posts/309/</guid>
  <pubDate>Wed, 13 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://easystats.github.io/performance/logo.png" medium="image" type="image/png"/>
</item>
<item>
  <title>Visualizing research trends</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/310/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <a href="https://twitter.com/dsquintana/status/1166083585771802626?s=20">Dan Quintana</a></p>
<p>Dan Quintana made a screencast of how to visualise research trends for a paper introduction or grant application using the {europepmc}</p>
<ol type="1">
<li>Link to screencast: <a href="https://twitter.com/dsquintana/status/1166083585771802626?s=20" class="uri">https://twitter.com/dsquintana/status/1166083585771802626?s=20</a></li>
<li>Link to code: <a href="https://gist.github.com/dsquintana/b512b715786088339b61a7fb79367d5e" class="uri">https://gist.github.com/dsquintana/b512b715786088339b61a7fb79367d5e</a></li>
</ol>
<p><img src="https://www.resourcesdatabase.com/posts/310/featured.png" class="img-fluid" alt="RStudio screenshot showing R code to plot the trend in oxytocin research over time. A man wearing headphones is speaking via video overlay, with a chart titled “Interest in oxytocin research over the past decade” displayed."></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> ]]></description>
  <category>statistics</category>
  <category>video</category>
  <guid>https://www.resourcesdatabase.com/posts/310/</guid>
  <pubDate>Wed, 13 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/310/featured.png" medium="image" type="image/png" height="94" width="144"/>
</item>
<item>
  <title>(What to do) When Predictors Co-Vary</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/311/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <a href="https://shouldbewriting.netlify.app/posts/2020-08-11-when-predictors-covary/">Mattan S. Ben-Shachar</a></p>
<p><strong>Excerpt from blog:</strong> Co-varying predictors can be a messy business. They make estimates unstable, reducing our statistical power and making interpretation more difficult. In this post I will demonstrate how ignoring the presence of co-variation between predictors when exploring our models can lead to odd results and how we might deal with this issue.</p>
<ol type="1">
<li>Link to blog here: <a href="https://shouldbewriting.netlify.app/posts/2020-08-11-when-predictors-covary/" class="uri">https://shouldbewriting.netlify.app/posts/2020-08-11-when-predictors-covary/</a></li>
</ol>
<p><a href="https://shouldbewriting.netlify.app/posts/2020-08-11-when-predictors-covary/"><img src="https://shouldbewriting.netlify.app/posts/2020-08-11-when-predictors-covary/index_files/figure-html/tri_plot-1.png" class="img-fluid" alt="Scatterplot showing the relationship between height (cm) and weight (kg), with each point representing an individual. Points are color-coded by age in years, ranging from blue (younger) to red (older), showing a general trend of increasing weight with height and age."></a></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> ]]></description>
  <category>statistics</category>
  <category>blog</category>
  <guid>https://www.resourcesdatabase.com/posts/311/</guid>
  <pubDate>Wed, 13 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://shouldbewriting.netlify.app/posts/2020-08-11-when-predictors-covary/index_files/figure-html/tri_plot-1.png" medium="image" type="image/png"/>
</item>
<item>
  <title>Data Manipulation</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/317/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By Gina Reynolds</p>
<p><strong>Excerpt from website:</strong> <em>A data project often actually starts with a part than might present some frustration: data cleaning, manipulation, and management. Sometimes this is called “data wrangling” because of the possible struggles that arise in getting your data ready for data visualization and analysis. But wrangling can be satisfying. You might find yourself liking it!</em></p>
<ol type="1">
<li>Link to site here: <a href="https://evamaerey.github.io/data_manipulation/about" class="uri">https://evamaerey.github.io/data_manipulation/about</a></li>
</ol>



<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a> ]]></description>
  <category>wrangling</category>
  <category>statistics</category>
  <guid>https://www.resourcesdatabase.com/posts/317/</guid>
  <pubDate>Wed, 13 Aug 2025 04:00:00 GMT</pubDate>
</item>
<item>
  <title>Sharing on Short Notice_How to get your teaching materials online with R Markdown</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/319/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <a href="https://rstudio-education.github.io/sharing-short-notice/#1">Desirée De Leon &amp; Alison Hill</a></p>
<p>Now that many of us have to move to online platforms, this is a wonderful resource that walks you through on how you can use rMarkdown to upload your class materials.</p>
<ol type="1">
<li>Link to site here: <a href="https://rstudio-education.github.io/sharing-short-notice/#1" class="uri">https://rstudio-education.github.io/sharing-short-notice/#1</a></li>
</ol>
<p><img src="https://www.resourcesdatabase.com/posts/319/featured.png" class="img-fluid" alt="Illustration of an old-fashioned airship with a wooden gondola and two small flags on top. Below the image is the title “Sharing on Short Notice” with subtitle “How to Get Your Teaching Materials Online with R Markdown.” Authors listed as Alison Hill and Desirée De Leon. Link in bottom-right corner: rstd.io/sharing."></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> ]]></description>
  <category>teaching r</category>
  <category>slides</category>
  <guid>https://www.resourcesdatabase.com/posts/319/</guid>
  <pubDate>Wed, 13 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/319/featured.png" medium="image" type="image/png" height="84" width="144"/>
</item>
<item>
  <title>Align the assignment operators within a highlighted area</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/327/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>Technically not a visualization resource but once you use it on your script, it is so pleasant to look at (at least for me).</p>
<ol type="1">
<li>Link to animations here: <a href="https://github.com/seasmith/AlignAssign" class="uri">https://github.com/seasmith/AlignAssign</a></li>
</ol>
<p><img src="https://github.com/seasmith/AlignAssign/raw/master/inst/media/demo_cursors.gif" class="img-fluid"></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> ]]></description>
  <category>visualization</category>
  <category>Joscelin&#39;s fav</category>
  <guid>https://www.resourcesdatabase.com/posts/327/</guid>
  <pubDate>Sun, 10 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/327/featured.png" medium="image" type="image/png" height="77" width="144"/>
</item>
<item>
  <title>Calendar plot in R using ggplot2</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/336/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p><strong>Excerpt from site:</strong> The calendR package allows creating fully customizable ggplot2 calendar plots with a single function. In addition, the package provides arguments to create heatmap calendars. In this tutorial you will learn how to create ready to print yearly and monthly calendar plots in R.</p>
<ol type="1">
<li>Link to blog here: <a href="https://r-coder.com/calendar-plot-r/" class="uri">https://r-coder.com/calendar-plot-r/</a></li>
<li>Link to package here: <a href="https://cran.r-project.org/web/packages/calendR/" class="uri">https://cran.r-project.org/web/packages/calendR/</a></li>
</ol>
<p><img src="https://r-coder.com/images/posts/calendar_plot/ggplot2-calendar-gradient.PNG" class="img-fluid" alt="A calendar for May 2020. The month starts on a Friday and ends on a Sunday. Most days are shaded in varying shades of blue, except May 16 and 26, which are left blank, possibly indicating missing or excluded data."></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> ]]></description>
  <category>visualization</category>
  <category>package</category>
  <guid>https://www.resourcesdatabase.com/posts/336/</guid>
  <pubDate>Sat, 02 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://r-coder.com/images/posts/calendar_plot/ggplot2-calendar-gradient.PNG" medium="image"/>
</item>
<item>
  <title>colorblindcheck</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/338/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <a href="https://github.com/Nowosad/colorblindcheck">Jakub Nowosad</a></p>
<p>Deciding if a color palette is a colorblind-friendly is a hard task. This cannot be done in an entirely automatic fashion, as the decision needs to be confirmed by visual judgments. The goal of colorblindcheck is to provide tools to decide if the selected color palette is colorblind-friendly.</p>
<ol type="1">
<li>Link to repo here: <a href="https://github.com/Nowosad/colorblindcheck" class="uri">https://github.com/Nowosad/colorblindcheck</a></li>
<li>Link to site here: <a href="https://jakubnowosad.com/colorblindcheck/" class="uri">https://jakubnowosad.com/colorblindcheck/</a></li>
</ol>
<p><img src="https://github.com/Nowosad/colorblindcheck/raw/master/man/figures/logo.png" class="img-fluid" alt="Hexagon logo with the words “color blind check” written in lowercase letters stacked vertically. Each word fades from red on the left to green in the middle to gray on the right, illustrating color transitions relevant to color vision deficiency. The hexagon is outlined in dark red."></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> ]]></description>
  <category>visualization</category>
  <category>package</category>
  <guid>https://www.resourcesdatabase.com/posts/338/</guid>
  <pubDate>Sat, 02 Aug 2025 04:00:00 GMT</pubDate>
  <media:content url="https://github.com/Nowosad/colorblindcheck/raw/master/man/figures/logo.png" medium="image" type="image/png"/>
</item>
<item>
  <title>mall</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/298/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p><strong>Excerpt from site here:</strong> Use Large Language Models (LLM) to run Natural Language Processing (NLP) operations against your data. It takes advantage of the LLMs general language training in order to get the predictions, thus removing the need to train a new NLP model. <code>mall</code> is available for R and Python.</p>
<p>It works by running multiple LLM predictions against your data. The predictions are processed row-wise over a specified column. It relies on the “one-shot” prompt technique to instruct the LLM on a particular NLP operation to perform. The package includes prompts to perform the following specific NLP operations:</p>
<ul>
<li><p><a href="https://mlverse.github.io/mall/#sentiment">Sentiment analysis</a></p></li>
<li><p><a href="https://mlverse.github.io/mall/#summarize">Text summarizing</a></p></li>
<li><p><a href="https://mlverse.github.io/mall/#classify">Classify text</a></p></li>
<li><p><a href="https://mlverse.github.io/mall/#extract">Extract one, or several</a>, specific pieces information from the text</p></li>
<li><p><a href="https://mlverse.github.io/mall/#translate">Translate text</a></p></li>
<li><p><a href="https://mlverse.github.io/mall/#verify">Verify that something is true</a> about the text (binary)</p></li>
</ul>
<ol type="1">
<li>Link to package here: <a href="https://mlverse.github.io/mall/" class="uri">https://mlverse.github.io/mall/</a></li>
<li>Link to repo here: <a href="https://github.com/mlverse/mall" class="uri">https://github.com/mlverse/mall</a></li>
</ol>
<p><img src="https://mlverse.github.io/mall/site/images/favicon/apple-touch-icon-180x180.png" class="img-fluid" alt="Stylized hex sticker for the R package &quot;mall&quot; featuring an illustration of a shopping mall with a large teal sign displaying the word &quot;mall&quot; in white text. The background includes architectural features such as columns, steps, and a central water fountain." width="420"></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> ]]></description>
  <category>llm</category>
  <category>package</category>
  <category>Joscelin&#39;s fav</category>
  <guid>https://www.resourcesdatabase.com/posts/298/</guid>
  <pubDate>Mon, 16 Jun 2025 04:00:00 GMT</pubDate>
  <media:content url="https://mlverse.github.io/mall/site/images/favicon/apple-touch-icon-180x180.png" medium="image" type="image/png"/>
</item>
<item>
  <title>officeverse</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/271/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <em>David Gohel</em></p>
<p><strong>Excerpt from book:</strong> This book deals with reporting from R with the packages ‘officer’, ‘officedown’, ‘flextable’, ‘rvg’ and ‘mschart’.</p>
<p>These packages are available from CRAN or from github in their development version.</p>
<p>These packages have been developed to facilitate the production of Word documents and PowerPoint presentations from and with R. It was written specifically to offer a competitive solution to SAS ODS for tabular and graphical reporting.</p>
<ol type="1">
<li>Link to book: <a href="https://ardata-fr.github.io/officeverse/index.html" class="uri">https://ardata-fr.github.io/officeverse/index.html</a></li>
</ol>



<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a> ]]></description>
  <category>book</category>
  <category>package</category>
  <guid>https://www.resourcesdatabase.com/posts/271/</guid>
  <pubDate>Mon, 02 Jun 2025 04:00:00 GMT</pubDate>
</item>
<item>
  <title>Data analysis and plotting</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/232/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By Maureen Linke, The Wall Street Journal <a href="http://www.twitter.com/maureenlinke"><strong>@maureenlinke</strong></a></p>
<p><strong>Excerpt from site:</strong> How to create publishable graphics from R and using the tidyverse for data processing and analysis. We’ll look at examples of published work from the Wall Street Journal and dive into the code it took to produce them.</p>
<ol type="1">
<li>Link to slides here: <a href="https://docs.google.com/presentation/d/1-2toLjn_6dK2VC__UmKp-AowD8rknZ4NQbn3P5IKLQ0/edit?slide=id.p#slide=id.p" class="uri">https://docs.google.com/presentation/d/1-2toLjn_6dK2VC__UmKp-AowD8rknZ4NQbn3P5IKLQ0/edit?slide=id.p#slide=id.p</a></li>
<li>Link to repo here: <a href="https://bit.ly/3aHmOgX" class="uri">https://bit.ly/3aHmOgX</a></li>
</ol>
<p><img src="https://www.resourcesdatabase.com/posts/232/featured.png" class="img-fluid"></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> ]]></description>
  <category>markdown</category>
  <guid>https://www.resourcesdatabase.com/posts/232/</guid>
  <pubDate>Sun, 01 Jun 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/232/featured.png" medium="image" type="image/png" height="81" width="144"/>
</item>
<item>
  <title>Tidycensus will convince you to learn R</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/191/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p><strong>Excerpt from site:</strong> These are the files supporting the walkthroughs in the NICAR 2024 session <a href="https://nicar.r-journalism.com/2024/">Tidycensus will convince you to learn R</a></p>
<ol type="1">
<li>Link to repo here: <a href="https://github.com/r-journalism/nicar-2024-tidycensus?tab=readme-ov-file" class="uri">https://github.com/r-journalism/nicar-2024-tidycensus?tab=readme-ov-file</a></li>
<li>Link to site here: <a href="https://nicar.r-journalism.com/2024/" class="uri">https://nicar.r-journalism.com/2024/</a></li>
</ol>
<p><img src="https://learn.r-journalism.com/images/badge.png" class="img-fluid" width="300"></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> ]]></description>
  <category>package</category>
  <guid>https://www.resourcesdatabase.com/posts/191/</guid>
  <pubDate>Wed, 28 May 2025 04:00:00 GMT</pubDate>
  <media:content url="https://learn.r-journalism.com/images/badge.png" medium="image" type="image/png"/>
</item>
<item>
  <title>Mapping and geographic data analysis with the simple features package in R</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/181/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<p>by Peter Aldhous</p>
<p><strong>Excerpt from site:</strong> The sf (Simple Features) package in R (https://r-spatial.github.io/sf/) represents vector geodata as data frames with the geometry held in a single list-column. As such, it allows you to process geodata in pipelines that consistent with the syntax of dplyr and other tidyverse packages. This session will provide an introduction to the Simple Features in R package, show how to draw maps from sf objects with ggplot2, and how to run spatial queries on geodata much as you would in PostGIS.</p>
<ol type="1">
<li>Link to site here: <a href="https://paldhous.github.io/NICAR/2022/r-sf-mapping-geo-analysis.html" class="uri">https://paldhous.github.io/NICAR/2022/r-sf-mapping-geo-analysis.html</a></li>
<li>Link to materials here: <a href="https://paldhous.github.io/NICAR/2022/r-sf-mapping-geo-analysis.zip" class="uri">https://paldhous.github.io/NICAR/2022/r-sf-mapping-geo-analysis.zip</a></li>
</ol>
<p><img src="https://www.resourcesdatabase.com/posts/181/data:image/png;base64,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" class="img-fluid"></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> ]]></description>
  <category>visualization</category>
  <category>geospatial</category>
  <guid>https://www.resourcesdatabase.com/posts/181/</guid>
  <pubDate>Sun, 25 May 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/181/featured.png" medium="image" type="image/png" height="103" width="144"/>
</item>
<item>
  <title>Spatial Analysis in R - NICAR 2025 🗺️</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/187/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <em>Shreya Vuttaluru</em></p>
<p><strong>Excerpt from site:</strong> A class on geospatial analysis in R for NICAR25 in Minneapolis</p>
<ol type="1">
<li>Link to repo here: <a href="https://github.com/shreyavut/spatial-analysis-in-r?tab=readme-ov-file" class="uri">https://github.com/shreyavut/spatial-analysis-in-r?tab=readme-ov-file</a></li>
</ol>



<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a> ]]></description>
  <category>visualization</category>
  <category>geospatial</category>
  <guid>https://www.resourcesdatabase.com/posts/187/</guid>
  <pubDate>Sun, 25 May 2025 04:00:00 GMT</pubDate>
</item>
<item>
  <title>Introduction to R</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/190/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p><strong>Excerpt from site:</strong> For this class, we’ll be learning the basics of the R programming language, and interacting with R through RStudio which is an efficient and user-friendly tool.</p>
<p>A bit of background: R is a language that was created for statistical analysis and graphics; it does these two things very well. Over time, additional functionality has been added to R (because it is an open standard language, so anyone can contribute packages or libraries) so that it now works very well for data analysis, web scraping, app building, and even natural language processing.</p>
<p>Learning a programming language requires some investment of time. We’re going to cover the <em>basics</em> of what you need to know to get started, but I can’t teach you everything in 3 hours (and frankly I don’t know everything anyway). You will be able to do data analysis in R after this class, but you will also need to keep exploring, learning, and troubleshooting. I will provide resources to help with all that.</p>
<ol type="1">
<li>Link to the repo here: <a href="https://github.com/ireapps/nicar24-intro-to-R" class="uri">https://github.com/ireapps/nicar24-intro-to-R</a></li>
</ol>



<a onclick="window.scrollTo(0, 0); return false;" id="quarto-back-to-top"><i class="bi bi-arrow-up"></i> Back to top</a> ]]></description>
  <category>intro</category>
  <category>learning R</category>
  <guid>https://www.resourcesdatabase.com/posts/190/</guid>
  <pubDate>Sun, 25 May 2025 04:00:00 GMT</pubDate>
</item>
<item>
  <title>Coding togetheR</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/121/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <a href="https://ab604.github.io/docs/coding-together-2019/">Alistair Bailey</a></p>
<p><strong>Excerpt from site:</strong> Coding togetheR is a series of collaborative workshops to teach foundational R coding and data science skills at the University of Southampton in 2019. This book contains the materials covered over eight, two-hour sessions.</p>
<ol type="1">
<li>Link to web-book here: <a href="https://ab604.github.io/docs/coding-together-2019/" class="uri">https://ab604.github.io/docs/coding-together-2019/</a></li>
</ol>
<p><img src="https://ab604.github.io/docs/coding-together-2019/img/carrick-bend.png" class="img-fluid" alt="Black and white illustration of a Carrick Bend knot, showing two interwoven ropes forming a symmetrical, basket-like pattern commonly used for securely joining heavy ropes."></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> ]]></description>
  <category>learning R</category>
  <category>book</category>
  <category>intro</category>
  <guid>https://www.resourcesdatabase.com/posts/121/</guid>
  <pubDate>Sat, 24 May 2025 04:00:00 GMT</pubDate>
  <media:content url="https://ab604.github.io/docs/coding-together-2019/img/carrick-bend.png" medium="image" type="image/png"/>
</item>
<item>
  <title>COMP/STAT 112 Macalester College</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/122/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <a href="https://ds112-lendway.netlify.app/">Lisa Lendway</a></p>
<p><strong>Excerpt from the site:</strong> This website serves the students who take COMP/STAT 112 at Macalester College taught by Lisa Lendway. Other people interested in learning Data Science skills using R may also be interested in this material!</p>
<ol type="1">
<li>Link to tutorials: <a href="https://ds112-lendway.netlify.app/" class="uri">https://ds112-lendway.netlify.app/</a></li>
</ol>
<p><strong>List of tutorials</strong></p>
<ol type="1">
<li>R basics:<a href="https://r-basics.netlify.app/" class="uri">https://r-basics.netlify.app/</a></li>
<li>ggplot dplyr: <a href="https://ggplot-dplyr-intro.netlify.app/" class="uri">https://ggplot-dplyr-intro.netlify.app/</a></li>
<li>Expanding data wrangling: <a href="https://03-wrangling-tutorial.netlify.app/" class="uri">https://03-wrangling-tutorial.netlify.app/</a></li>
<li>Mapping: <a href="https://mapping-in-r.netlify.app/" class="uri">https://mapping-in-r.netlify.app/</a></li>
<li>Animation and Interactivity in R: <a href="https://animation-and-interactivity-in-r.netlify.app/" class="uri">https://animation-and-interactivity-in-r.netlify.app/</a></li>
<li>Importing, scraping, and more!: <a href="https://importing-and-more-in-r.netlify.app/" class="uri">https://importing-and-more-in-r.netlify.app/</a></li>
</ol>
<p><img src="https://www.resourcesdatabase.com/posts/122/featured.png" class="img-fluid" width="527"></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> ]]></description>
  <category>learning R</category>
  <category>intro</category>
  <guid>https://www.resourcesdatabase.com/posts/122/</guid>
  <pubDate>Sat, 24 May 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/122/featured.png" medium="image" type="image/png" height="73" width="144"/>
</item>
<item>
  <title>The Power of Internal Packages</title>
  <dc:creator>Dr. Joscelin Rocha-Hidalgo</dc:creator>
  <link>https://www.resourcesdatabase.com/posts/123/</link>
  <description><![CDATA[ 





<p><link href="https://fonts.googleapis.com/css?family=Cookie" rel="stylesheet"><a class="bmc-button" target="_blank" href="https://www.buymeacoffee.com/JoscelinRocha"><img src="https://cdn.buymeacoffee.com/buttons/bmc-new-btn-logo.svg" alt="Buy me a coffee" width="15" height="21">Buy me a coffee</a></p>
<hr>
<p>By <strong>Meghan Hall</strong></p>
<p><strong>Excerpt from the site:</strong> The goal of this talk is to hopefully convince you that you can make your life a little bit easier by creating an internal package! An internal package is an R package, created by you, that’s just for you, to serve your work. And depending on your specific working scenario, that “you” can be substituted for you and your direct report, you and a handful of the colleagues that you closely collaborate with, or even you and your whole team.</p>
<ol type="1">
<li>Link to slides here: <a href="https://meghan.rbind.io/slides/boston_user/hall_boston_user_2022#1" class="uri">https://meghan.rbind.io/slides/boston_user/hall_boston_user_2022#1</a></li>
</ol>
<p><img src="https://www.resourcesdatabase.com/posts/123/featured.png" class="img-fluid"></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> ]]></description>
  <category>learning R</category>
  <category>package</category>
  <category>tidyverse</category>
  <guid>https://www.resourcesdatabase.com/posts/123/</guid>
  <pubDate>Sat, 24 May 2025 04:00:00 GMT</pubDate>
  <media:content url="https://www.resourcesdatabase.com/posts/123/featured.png" medium="image" type="image/png" height="101" width="144"/>
</item>
</channel>
</rss>
