Yes, FEM is a variant of Galerkin method with a special choice of the base - it contains functions with small compact support (tied with the mesh elements) leading to a sparse matrix problem.<br><br>r.<br><br><div id="htc_header" style="">----- Reply message -----<br>From: &quot;Md. Golam Rashed&quot; &lt;rash...@gmail.com&gt;<br>To: &lt;sfep...@googlegroups.com&gt;<br>Subject: Progress Bar<br>Date: Sat, Aug 20, 2011 10:35<br><br></div><br>in solving PDE's which approach has been taken?<div>Galerkin method?</div>

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