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<body>

<h1 id="2-confirmation-of-bayesian-skills">2. Confirmation of Bayesian skills</h1>
<ul>
<li><a href="#correlations">Correlations</a>
<ul>
<li><a href="#frequentist-version">Frequentist version</a></li>
<li><a href="#bayesian-correlation">Bayesian correlation</a></li>
<li><a href="#bayes-factor-bf">Bayes factor (BF)</a></li>
<li><a href="#visualise-the-bayes-factor">Visualise the Bayes factor</a></li>
</ul></li>
<li><a href="#t-tests"><em>t</em>-tests</a>
<ul>
<li><a href="#versicolor-vs.-virginica">Versicolor <em>vs.</em> virginica</a></li>
<li><a href="#compute-the-bayesian-t-test">Compute the Bayesian <em>t</em>-test</a></li>
</ul></li>
<li><a href="#logistic-model">Logistic Model</a>
<ul>
<li><a href="#fit-the-model">Fit the model</a></li>
<li><a href="#visualise-the-model">Visualise the model</a></li>
<li><a href="#performance-and-parameters">Performance and Parameters</a></li>
<li><a href="#visualise-the-indices">Visualise the indices</a></li>
<li><a href="#diagnostic-indices">Diagnostic Indices</a></li>
</ul></li>
</ul>
<p>This vignette can be referred to by citing the package:</p>
<ul>
<li>Makowski, D., Ben-Shachar, M. S., &amp; Lüdecke, D. (2019). <em>bayestestR: Describing Effects and their Uncertainty, Existence and Significance within the Bayesian Framework</em>. Journal of Open Source Software, 4(40), 1541. <a href="https://doi.org/10.21105/joss.01541">https://doi.org/10.21105/joss.01541</a></li>
</ul>
<hr />
<p>Now that <a href="https://easystats.github.io/bayestestR/articles/example1.html"><strong>describing and understanding posterior distributions</strong></a> of linear regressions has no secrets for you, we will take one step back and study some simpler models: <strong>correlations</strong> and <strong><em>t</em>-tests</strong>.</p>
<p>But before we do that, let us take a moment to remind ourselves and appreciate the fact that <strong>all basic statistical pocedures</strong> such as correlations, <em>t</em>-tests, ANOVAs or Chisquare tests <strong><em>are</em> linear regressions</strong> (we strongly recommend <a href="https://lindeloev.github.io/tests-as-linear/">this excellent demonstration</a>). Nevertheless, these simple models will be the occasion to introduce a more complex index, such as the <strong>Bayes factor</strong>.</p>
<h2 id="correlations">Correlations</h2>
<h3 id="frequentist-version">Frequentist version</h3>
<p>Let us start, again, with a <strong>frequentist correlation</strong> between two continuous variables, the <strong>width</strong> and the <strong>length</strong> of the sepals of some flowers. The data is available in R as the <code>iris</code> dataset (the same that was used in the <a href="https://easystats.github.io/bayestestR/articles/example1.html">previous tutorial</a>).</p>
<p>We will compute a Pearson’s correlation test, store the results in an object called <code>result</code>, then display it:</p>
<div class="sourceCode" id="cb1"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb1-1" title="1">result &lt;-<span class="st"> </span><span class="kw">cor.test</span>(iris<span class="op">$</span>Sepal.Width, iris<span class="op">$</span>Sepal.Length)</a>
<a class="sourceLine" id="cb1-2" title="2">result</a></code></pre></div>
<pre><code>&gt; 
&gt;   Pearson&#39;s product-moment correlation
&gt; 
&gt; data:  iris$Sepal.Width and iris$Sepal.Length
&gt; t = -1, df = 148, p-value = 0.2
&gt; alternative hypothesis: true correlation is not equal to 0
&gt; 95 percent confidence interval:
&gt;  -0.273  0.044
&gt; sample estimates:
&gt;   cor 
&gt; -0.12
</code></pre>
<p>As you can see in the output, the test that we did actually compared two hypotheses: the <strong>null hypothesis</strong> (<em>h0</em>; no correlation) with the <strong>alternative hypothesis</strong> (<em>h1</em>; a non-null correlation). Based on the <em>p</em>-value, the null hypothesis cannot be rejected: the correlation between the two variables is <strong>negative but not significant</strong> (r = -.12, p &gt; .05).</p>
<h3 id="bayesian-correlation">Bayesian correlation</h3>
<p>To compute a Bayesian correlation test, we will need the <a href="https://richarddmorey.github.io/BayesFactor/"><code>BayesFactor</code></a> package (you can install it by running <code>install.packages(&quot;BayesFactor&quot;)</code>). We can then load this package, compute the correlation using the <code>correlationBF()</code> function and store the results in a similar fashion.</p>
<div class="sourceCode" id="cb3"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb3-1" title="1"><span class="kw">library</span>(BayesFactor)</a>
<a class="sourceLine" id="cb3-2" title="2">result &lt;-<span class="st"> </span><span class="kw">correlationBF</span>(iris<span class="op">$</span>Sepal.Width, iris<span class="op">$</span>Sepal.Length)</a></code></pre></div>
<p>Now, let us run our <code>describe_posterior()</code> function on that:</p>
<div class="sourceCode" id="cb4"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb4-1" title="1"><span class="kw">describe_posterior</span>(result)</a></code></pre></div>
<pre><code>&gt;   Parameter Median CI CI_low CI_high pd ROPE_CI ROPE_low ROPE_high
&gt; 1       rho  -0.11 89  -0.24  0.0079 92      89     -0.1       0.1
&gt;   ROPE_Percentage   BF Prior_Distribution Prior_Location Prior_Scale
&gt; 1              42 0.51             cauchy              0        0.33
</code></pre>
<p>We see again many things here, but the important indices for now are the <strong>median</strong> of the posterior distribution, <code>-.11</code>. This is (again) quite close to the frequentist correlation. We could, as previously, describe the <a href="https://easystats.github.io/bayestestR/articles/credible_interval.html"><strong>credible interval</strong></a>, the <a href="https://easystats.github.io/bayestestR/articles/probability_of_direction.html"><strong>pd</strong></a> or the <a href="https://easystats.github.io/bayestestR/articles/region_of_practical_equivalence.html"><strong>ROPE percentage</strong></a>, but we will focus here on another index provided by the Bayesian framework, the <strong>Bayes factor (BF)</strong>.</p>
<h3 id="bayes-factor-bf">Bayes factor (BF)</h3>
<p>We said previously that a correlation test actually compares two hypotheses, a null (absence of effect) with an altnernative one (presence of an effect). The <a href="https://easystats.github.io/bayestestR/articles/bayes_factors.html"><strong>Bayes factor (BF)</strong></a> allows the same comparison and determines <strong>under which of two models the observed data are more probable</strong>: a model with the effect of interest, and a null model without the effect of interest. We can use <code>bayesfactor()</code> to specifically compute the Bayes factor comparing those models:</p>
<div class="sourceCode" id="cb6"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb6-1" title="1"><span class="kw">bayesfactor</span>(result)</a></code></pre></div>
<pre><code>&gt; # Bayes Factors for Model Comparison
&gt; 
&gt;   Model             Bayes Factor
&gt;   [2] Alt., r=0.333         0.51
&gt; 
&gt; * Against Denominator: [1] Null, rho = 0
&gt; *   Bayes Factor Type: JZS (BayesFactor)
</code></pre>
<p>We got a <em>BF</em> of <code>0.51</code>. What does it mean?</p>
<p>Bayes factors are <strong>continuous measures of relative evidence</strong>, with a Bayes factor greater than 1 giving evidence in favour of one of the models (often referred to as <em>the numerator</em>), and a Bayes factor smaller than 1 giving evidence in favour of the other model (<em>the denominator</em>).</p>
<blockquote>
<p><strong>Yes, you heard things right, evidence in favour of the null!</strong></p>
</blockquote>
<p>That’s one of the reason why the Bayesian framework is sometimes considered as superior to the frequentist framework. Remember from your stats lessons, that the <strong><em>p</em>-value can only be used to reject <em>h0</em></strong>, but not <em>accept</em> it. With the <strong>Bayes factor</strong>, you can measure <strong>evidence against - and in favour of - the null</strong>.</p>
<p>BFs representing evidence for the alternative against the null can be reversed using (BF_{01}=1/BF_{10}) (the <em>01</em> and <em>10</em> correspond to <em>h0</em> against <em>h1</em> and <em>h1</em> against <em>h0</em>, respectively) to provide evidence of the null againtt the alternative. This improves human readability in cases where the BF of the alternative against the null is smaller than 1 (i.e., in support of the null).</p>
<p>In our case, <code>BF = 1/0.51 = 2</code>, indicates that the data are <strong>2 times more probable under the null compared to the alternative hypothesis</strong>, which, though favouring the null, is considered only <a href="https://easystats.github.io/report/articles/interpret_metrics.html#bayes-factor-bf">anecdotal evidence against the null</a>.</p>
<p>We can thus conclude that there is <strong>anecdotal evidence in favour of an absence of correlation between the two variables (r<sub>median</sub> = 0.11, BF = 0.51)</strong>, which is a much more informative statement that what we can do with frequentist statistics.</p>
<p><strong>And that’s not all!</strong></p>
<h3 id="visualise-the-bayes-factor">Visualise the Bayes factor</h3>
<p>In general, <strong>pie charts are an absolute no-go in data visualisation</strong>, as our brain’s perceptive system heavily distorts the information presented in such way. Nevertheless, there is one exeption: pizza charts.</p>
<p>It is an intuitive way of interpreting the strength of evidence provided by BFs as an amount of surprise.</p>
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" title="Wagenmakers&#39; pizza poking analogy. From the great &#39;www.bayesianspectacles.org&#39; blog." alt="Wagenmakers&#39; pizza poking analogy. From the great &#39;www.bayesianspectacles.org&#39; blog." width="100%" style="display: block; margin: auto;" />

<p>Such “pizza plots” can be directly created through the <a href="https://github.com/easystats/see"><code>see</code></a> visualisation companion package for easystats (you can install it by running <code>install.packages(&quot;see&quot;)</code>):</p>
<div class="sourceCode" id="cb8"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb8-1" title="1"><span class="kw">library</span>(see)</a>
<a class="sourceLine" id="cb8-2" title="2"></a>
<a class="sourceLine" id="cb8-3" title="3"><span class="kw">plot</span>(<span class="kw">bayesfactor</span>(result)) <span class="op">+</span></a>
<a class="sourceLine" id="cb8-4" title="4"><span class="st">  </span><span class="kw">scale_fill_pizza</span>()</a></code></pre></div>
<p><img 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" /><!-- --></p>
<p>So, after seeing this pizza, how much would you be suprised by the outcome of a blinded poke?</p>
<h2 id="t-tests"><em>t</em>-tests</h2>
<p><strong><em>“I know that I know nothing, and especially not if <em>versicolor</em> and <em>virginica</em> differ in terms of Sepal.Width”</em>, famously said Socrates</strong>. Time to finally answer this answer this crucial question!</p>
<h3 id="versicolor-vs-virginica">Versicolor <em>vs.</em> virginica</h3>
<p>Bayesian <em>t</em>-tests can be performed in a very similar way to correlations. As we are particularly interested in two levels of the <code>Species</code> factor, <em>versicolor</em> and <em>virginica</em>. We will start by filtering out from <code>iris</code> the non-relevant observations corresponding to the <em>setosa</em> specie, and we will then visualise the observations and the distribution of the <code>Sepal.Width</code> variable.</p>
<div class="sourceCode" id="cb9"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb9-1" title="1"><span class="kw">library</span>(dplyr)</a>
<a class="sourceLine" id="cb9-2" title="2"><span class="kw">library</span>(ggplot2)</a>
<a class="sourceLine" id="cb9-3" title="3"></a>
<a class="sourceLine" id="cb9-4" title="4"><span class="co"># Select only two relevant species</span></a>
<a class="sourceLine" id="cb9-5" title="5">data &lt;-<span class="st"> </span>iris <span class="op">%&gt;%</span><span class="st"> </span></a>
<a class="sourceLine" id="cb9-6" title="6"><span class="st">  </span><span class="kw">filter</span>(Species <span class="op">!=</span><span class="st"> &quot;setosa&quot;</span>) <span class="op">%&gt;%</span><span class="st"> </span></a>
<a class="sourceLine" id="cb9-7" title="7"><span class="st">  </span><span class="kw">droplevels</span>()</a>
<a class="sourceLine" id="cb9-8" title="8"></a>
<a class="sourceLine" id="cb9-9" title="9"><span class="co"># Visualise distributions and observations</span></a>
<a class="sourceLine" id="cb9-10" title="10">data <span class="op">%&gt;%</span><span class="st"> </span></a>
<a class="sourceLine" id="cb9-11" title="11"><span class="st">  </span><span class="kw">ggplot</span>(<span class="kw">aes</span>(<span class="dt">x =</span> Species, <span class="dt">y =</span> Sepal.Width, <span class="dt">fill =</span> Species)) <span class="op">+</span></a>
<a class="sourceLine" id="cb9-12" title="12"><span class="st">  </span><span class="kw">geom_violindot</span>(<span class="dt">fill_dots =</span> <span class="st">&quot;black&quot;</span>, <span class="dt">size_dots =</span> <span class="dv">1</span>) <span class="op">+</span></a>
<a class="sourceLine" id="cb9-13" title="13"><span class="st">  </span><span class="kw">scale_fill_material</span>() <span class="op">+</span></a>
<a class="sourceLine" id="cb9-14" title="14"><span class="st">  </span><span class="kw">theme_modern</span>()</a></code></pre></div>
<p><img 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" /><!-- --></p>
<p>It <em>seems</em> (visually) that <em>virgnica</em> flowers have, on average, a slightly higer width of sepals. Let’s assess this difference statistically by using the <code>ttestBF</code> in the <code>BayesFactor</code> package.</p>
<h3 id="compute-the-bayesian-t-test">Compute the Bayesian <em>t</em>-test</h3>
<div class="sourceCode" id="cb10"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb10-1" title="1">result &lt;-<span class="st"> </span>BayesFactor<span class="op">::</span><span class="kw">ttestBF</span>(<span class="dt">formula =</span> Sepal.Width <span class="op">~</span><span class="st"> </span>Species, <span class="dt">data =</span> data)</a>
<a class="sourceLine" id="cb10-2" title="2"><span class="kw">describe_posterior</span>(result)</a></code></pre></div>
<pre><code>&gt;    Parameter Median CI CI_low CI_high pd ROPE_CI ROPE_low ROPE_high
&gt; 1 Difference  -0.19 89  -0.29  -0.089  1      89     -0.1       0.1
&gt;   ROPE_Percentage BF Prior_Distribution Prior_Location Prior_Scale
&gt; 1           0.028 18             cauchy              0        0.71
</code></pre>
<p>From the indices, we can say that the difference of <code>Sepal.Width</code> between <em>virginica</em> and <em>versicolor</em> has a probability of <strong>100% of being negative</strong> [<em>from the pd and the sign of the median</em>] (median = -0.19, 89% CI [-0.29, -0.092]). The data provides a <strong>strong evidence against the null hypothesis</strong> (BF = 18).</p>
<p>Keep that in mind as we will see another way of investigating this question.</p>
<h2 id="logistic-model">Logistic Model</h2>
<p>A hypothesis for which one uses a <em>t</em>-test can also be tested using a binomial model (<em>e.g.</em>, a <strong>logistic model</strong>). Indeed, it is possible to reformulate the following hypothesis, “<em>there is an important difference in this variable between the two groups</em>” by “<em>this variable is able to discriminate between (or classify) the two groups</em>”. However, these models are much more powerful than a regular <em>t</em>-test.</p>
<p>In the case of the difference of <code>Sepal.Width</code> between <em>virginica</em> and <em>versicolor</em>, the question becomes, <em>how well can we classify the two species using only</em> <code>Sepal.Width</code>.</p>
<h3 id="fit-the-model">Fit the model</h3>
<div class="sourceCode" id="cb12"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb12-1" title="1"><span class="kw">library</span>(rstanarm)</a>
<a class="sourceLine" id="cb12-2" title="2"></a>
<a class="sourceLine" id="cb12-3" title="3">model &lt;-<span class="st"> </span><span class="kw">stan_glm</span>(Species <span class="op">~</span><span class="st"> </span>Sepal.Width, <span class="dt">data =</span> data, <span class="dt">family =</span> <span class="st">&quot;binomial&quot;</span>)</a></code></pre></div>
<h3 id="visualise-the-model">Visualise the model</h3>
<p>Using the <a href="https://github.com/easystats/estimate"><code>estimate</code></a> package. <strong>Wait until estimate is on CRAN</strong>.</p>
<h3 id="performance-and-parameters">Performance and Parameters</h3>
<p>TO DO.</p>
<div class="sourceCode" id="cb13"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb13-1" title="1"><span class="kw">library</span>(performance)</a>
<a class="sourceLine" id="cb13-2" title="2"></a>
<a class="sourceLine" id="cb13-3" title="3"><span class="kw">model_performance</span>(model)</a></code></pre></div>
<pre><code>&gt; Can&#39;t calculate log-loss.

&gt; # Indices of model performance
&gt; 
&gt;  ELPD ELPD_SE LOOIC LOOIC_SE WAIC    R2 RMSE LOGLOSS SCORE_LOG
&gt;   -66     3.1   133      6.1  133 0.097 0.48      NA      -106
&gt;  SCORE_SPHERICAL
&gt;             0.01
</code></pre>
<div class="sourceCode" id="cb15"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb15-1" title="1"><span class="kw">describe_posterior</span>(model, <span class="dt">test =</span> <span class="kw">c</span>(<span class="st">&quot;pd&quot;</span>, <span class="st">&quot;ROPE&quot;</span>, <span class="st">&quot;BF&quot;</span>))</a></code></pre></div>
<pre><code>&gt; # Description of Posterior Distributions
&gt; 
&gt;    Parameter Median CI CI_low CI_high    pd ROPE_CI ROPE_low ROPE_high
&gt;  (Intercept)  -6.17 89  -9.52   -3.03 0.999      89   -0.181     0.181
&gt;  Sepal.Width   2.15 89   1.10    3.34 1.000      89   -0.181     0.181
&gt;  ROPE_Percentage    BF  Rhat  ESS
&gt;                0  8.97 0.999 2747
&gt;                0 16.94 0.999 2770
</code></pre>
<h3 id="visualise-the-indices">Visualise the indices</h3>
<p>TO DO.</p>
<div class="sourceCode" id="cb17"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb17-1" title="1"><span class="co"># plot(rope(result))</span></a></code></pre></div>
<h3 id="diagnostic-indices">Diagnostic Indices</h3>
<p>About diagnostic indices such as Rhat and ESS.</p>

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