Update site

archives.html

@@ -25,6 +25,8 @@
 <h1>Archives for Sébastien Brisard's blog</h1>
 
 <dl>
+    <dt>21 April 2020</dt>
+    <dd><a href="https://sbrisard.github.io/posts/20200421-what_is_homogenization-03.html">What is homogenization? Part 3: ensemble averages vs. volume averages</a></dd>
     <dt>08 April 2020</dt>
     <dd><a href="https://sbrisard.github.io/posts/20200408-what_is_homogenization-02.html">What is homogenization? Part 2: experimental vs. theoretical homogenization</a></dd>
     <dt>02 April 2020</dt>

author/sebastien-brisard.html

@@ -26,6 +26,25 @@
 <h1>Articles by Sébastien Brisard</h1>
 
 <div id="post-list">
+<article class="hentry">
+  <header>
+    <h2 class="entry-title">
+      <a href="https://sbrisard.github.io/posts/20200421-what_is_homogenization-03.html"
+	 rel="bookmark"
+	 title="Permalink to What is homogenization? Part 3: ensemble averages vs. volume averages"
+	 datetime="2020-04-21T00:00:00+02:00">
+	21 April 2020&nbsp;&mdash;&nbsp;What is homogenization? Part 3: ensemble averages vs. volume averages
+      </a>
+    </h2>
+  </header>
+  <div class="entry-content">
+    <p>In the <a href="https://sbrisard.github.io/posts/20200408-what_is_homogenization-02.html">previous instalment</a> of
+this series on homogenization, we discussed homogenization of a distribution of
+black dots on a white background to a uniform shade of gray. In that example,
+homogenization boils down to evaluating the fraction of the total area occupied
+by the dots: this is the so-called …</p>
+  </div><!-- /.entry-content -->
+</article>
 <article class="hentry">
   <header>
     <h2 class="entry-title">

authors.html

@@ -24,7 +24,7 @@
     </header>
     <h1>Authors on Sébastien Brisard's blog</h1>
     <ul>
-        <li><a href="https://sbrisard.github.io/author/sebastien-brisard.html">Sébastien Brisard</a> (37)</li>
+        <li><a href="https://sbrisard.github.io/author/sebastien-brisard.html">Sébastien Brisard</a> (38)</li>
     </ul>
     <footer id="contentinfo" class="body">
       <p><a rel="license" href="http://creativecommons.org/licenses/by/4.0/" ><img alt="Creative Commons License" style="float:left;margin-right:5px;" src="https://i.creativecommons.org/l/by/4.0/88x31.png"/></a>Except where otherwise noted, content on this blog by <a href="https://cv.archives-ouvertes.fr/sbrisard">Sébastien Brisard</a> is licensed under a <a rel="license" href="http://creativecommons.org/licenses/by/4.0/">Creative Commons Attribution 4.0 International License</a>&nbsp;&mdash;&nbsp;This blog is proudly powered by <a href="http://getpelican.com/">Pelican</a>, which takes great advantage of <a href="http://python.org">Python</a>&nbsp;&mdash;&nbsp;This blog uses <a href="https://www.nordtheme.com/">Nord</a>, an arctic north-bluish color palette.</p>

categories.html

@@ -25,7 +25,7 @@
     <h1>Categories on Sébastien Brisard's blog</h1>
     <ul>
         <li><a href="https://sbrisard.github.io/category/continuum-mechanics.html">Continuum Mechanics</a> (4)</li>
-        <li><a href="https://sbrisard.github.io/category/homogenization.html">Homogenization</a> (2)</li>
+        <li><a href="https://sbrisard.github.io/category/homogenization.html">Homogenization</a> (3)</li>
         <li><a href="https://sbrisard.github.io/category/image-analysis.html">Image analysis</a> (13)</li>
         <li><a href="https://sbrisard.github.io/category/posts.html">posts</a> (4)</li>
         <li><a href="https://sbrisard.github.io/category/publications.html">Publications</a> (8)</li>

category/homogenization.html

@@ -26,6 +26,25 @@
 <h1>Articles in the Homogenization category</h1>
 
 <div id="post-list">
+<article class="hentry">
+  <header>
+    <h2 class="entry-title">
+      <a href="https://sbrisard.github.io/posts/20200421-what_is_homogenization-03.html"
+	 rel="bookmark"
+	 title="Permalink to What is homogenization? Part 3: ensemble averages vs. volume averages"
+	 datetime="2020-04-21T00:00:00+02:00">
+	21 April 2020&nbsp;&mdash;&nbsp;What is homogenization? Part 3: ensemble averages vs. volume averages
+      </a>
+    </h2>
+  </header>
+  <div class="entry-content">
+    <p>In the <a href="https://sbrisard.github.io/posts/20200408-what_is_homogenization-02.html">previous instalment</a> of
+this series on homogenization, we discussed homogenization of a distribution of
+black dots on a white background to a uniform shade of gray. In that example,
+homogenization boils down to evaluating the fraction of the total area occupied
+by the dots: this is the so-called …</p>
+  </div><!-- /.entry-content -->
+</article>
 <article class="hentry">
   <header>
     <h2 class="entry-title">

feed.xml

@@ -1,5 +1,9 @@
 <?xml version="1.0" encoding="utf-8"?>
-<rss version="2.0"><channel><title>Sébastien Brisard's blog</title><link>https://sbrisard.github.io/</link><description></description><lastBuildDate>Wed, 08 Apr 2020 00:00:00 +0200</lastBuildDate><item><title>What is homogenization? Part 2: experimental vs. theoretical homogenization</title><link>https://sbrisard.github.io/posts/20200408-what_is_homogenization-02.html</link><description>&lt;p&gt;In the &lt;a href="https://sbrisard.github.io/posts/20200402-what_is_homogenization-01.html"&gt;previous
+<rss version="2.0"><channel><title>Sébastien Brisard's blog</title><link>https://sbrisard.github.io/</link><description></description><lastBuildDate>Tue, 21 Apr 2020 00:00:00 +0200</lastBuildDate><item><title>What is homogenization? Part 3: ensemble averages vs. volume averages</title><link>https://sbrisard.github.io/posts/20200421-what_is_homogenization-03.html</link><description>&lt;p&gt;In the &lt;a href="https://sbrisard.github.io/posts/20200408-what_is_homogenization-02.html"&gt;previous instalment&lt;/a&gt; of
+this series on homogenization, we discussed homogenization of a distribution of
+black dots on a white background to a uniform shade of gray. In that example,
+homogenization boils down to evaluating the fraction of the total area occupied
+by the dots: this is the so-called …&lt;/p&gt;</description><dc:creator xmlns:dc="http://purl.org/dc/elements/1.1/">Sébastien Brisard</dc:creator><pubDate>Tue, 21 Apr 2020 00:00:00 +0200</pubDate><guid isPermaLink="false">tag:sbrisard.github.io,2020-04-21:/posts/20200421-what_is_homogenization-03.html</guid></item><item><title>What is homogenization? Part 2: experimental vs. theoretical homogenization</title><link>https://sbrisard.github.io/posts/20200408-what_is_homogenization-02.html</link><description>&lt;p&gt;In the &lt;a href="https://sbrisard.github.io/posts/20200402-what_is_homogenization-01.html"&gt;previous
 instalment&lt;/a&gt; of this
 series, we introduced homogenization and the separation of scales. In
 the present post, we will discuss two strategies to carry out

index.html

@@ -37,6 +37,25 @@ <h1>Welcome!</h1>
 <p>I hope you will enjoy reading this blog!</p>
 
 <div id="post-list">
+<article class="hentry">
+  <header>
+    <h2 class="entry-title">
+      <a href="https://sbrisard.github.io/posts/20200421-what_is_homogenization-03.html"
+	 rel="bookmark"
+	 title="Permalink to What is homogenization? Part 3: ensemble averages vs. volume averages"
+	 datetime="2020-04-21T00:00:00+02:00">
+	21 April 2020&nbsp;&mdash;&nbsp;What is homogenization? Part 3: ensemble averages vs. volume averages
+      </a>
+    </h2>
+  </header>
+  <div class="entry-content">
+    <p>In the <a href="https://sbrisard.github.io/posts/20200408-what_is_homogenization-02.html">previous instalment</a> of
+this series on homogenization, we discussed homogenization of a distribution of
+black dots on a white background to a uniform shade of gray. In that example,
+homogenization boils down to evaluating the fraction of the total area occupied
+by the dots: this is the so-called …</p>
+  </div><!-- /.entry-content -->
+</article>
 <article class="hentry">
   <header>
     <h2 class="entry-title">

posts/20200408-what_is_homogenization-02.html

@@ -134,8 +134,9 @@ <h2>Conclusion</h2>
 it is a much more difficult task in the case of e.g. linear elasticity
 of unsaturated porous media, where we need to account for all menisci.</p>
 <p>In my research, I preferably resort to theoretical homogenization, to
-which the remainder of this series will be devoted. In the next
-instalment, we will discuss periodic vs. random homogenization.</p>
+which the remainder of this series will be devoted. In the <a href="https://sbrisard.github.io/posts/20200421-what_is_homogenization-03.html">next
+instalment</a>, we will
+discuss periodic vs. random homogenization.</p>
 <!-- -*- coding: utf-8; fill-column: 80 -*- -->
   </div><!-- /.entry-content -->
 </section>