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Implementing p-Version of Adaptive Finite Element Methods
Hieu Nguyen
Department of Mathematics
UCSD
Abstract
The talk focuses on computational aspect of a new version of
Adaptive Finite Element Methods which allows elements of different degrees.
We shall discuss p-refinement, p-unrefinement algorithms, basis functions
for transition elements and problems arise in using this method with a
domain decomposition solver on a parallel computer. Some demos of the
method will be presented.
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