--- trunk/doc/user/diffusion.tex 2005/11/09 02:02:19 155
+++ trunk/doc/user/diffusion.tex 2006/02/27 00:04:17 565
@@ -162,7 +162,7 @@
is described using the coefficients $\kappa$, $\omega$, $f$, $\eta$,
$g$ rather than the general form given by \eqn{EQU.FEM.1}.
Python's mechanism of subclasses allows us to do this in a very simple way.
-The \Poisson class of the \linearPDEsPack module,
+The \Poisson class of the \linearPDEs module,
which we have already used in \Chap{FirstSteps}, is in fact a subclass of the more general
\LinearPDE class. That means that all methods (such as the \method{getSolution})
from the parent class \LinearPDE are available for any \Poisson object. However, new