problem. The Schrödinger wave equation.
</td></tr>
+ <tr valign="top">
+ <td><a href="../../doxygen/deal.II/step_39.html">Step-39</a></td>
+ <td> Solving Poisson's equation once more, this time with the
+ interior penalty method, one of the discontinous Galerkin
+ methods developed for this problem. Error estimator, adaptive
+ meshes, and multigrid preconditioner, all using the MeshWorker
+ framework.
+ </td></tr>
+
<tr valign="top">
<td><a href="../../doxygen/deal.II/step_45.html">Step-45</a></td>
<td> Periodic boundary conditions.
<a href="../doxygen/deal.II/changes_after_6.2.html">here.</a></p>
<dl>
+ <dt>
+ <strong>2010/06/24: step-39 solves Poisson's equation with
+ the interior penalty discontinuous Galerkin method on
+ adaptively refined meshes with multigrid</strong>
+ </dt>
+ <dd>
+ Using the MeshWorker framework, this program highlights the
+ fact that loops over meshes are very generic and that
+ building matrices and level matrices and evaluating error
+ estimates are really the same task.
+ </dd>
+
+ <dt>
+ <strong> 2010/06/24: The Meshworker framework has been released</strong>
+ </dt>
+ <dd>
+ Using its generic loop and the provided auxiliary classes,
+ this framework relieves the application programmer from coding
+ loops over cells, faces, and subfaces, such that focus can remain
+ on implementation of the local integrals.
+ </dd>
+
<dt>
<strong>2010/06/23: step-37 shows periodic boundary
conditions</strong>