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$\Gamma$-Limits of Galerkin Discretizations with Quadrature
- Abstract:
- $\Gamma$-convergence techniques are used to obtain convergence results for Galerkin discretizations of minimization problems for general non-convex functionals on Sobolev spaces. Quadrature approximations to the integrals are analyzed in the case when the stored energy function is convex or polyconvex.
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Bibliographic Details
- Publisher:
- Unspecified
- Publication date:
- 2004-12-01
Item Description
- UUID:
-
uuid:bdb7fe9a-7c86-4be9-9212-153accd482b5
- Local pid:
-
oai:eprints.maths.ox.ac.uk:1157
- Deposit date:
-
2011-05-20
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- Copyright date:
- 2004
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