Calculus of Variations and Geometric Measure Theory
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L. Granieri

A finite dimensional linear programming approximation of Mather variational problem

created by granieri on 23 Jul 2009
modified on 06 Sep 2010

[BibTeX]

Published Paper

Inserted: 23 jul 2009
Last Updated: 6 sep 2010

Journal: ESAIM COCV
Year: 2009
Notes:

Published online October 9, 2009. The original paper is available on http:/www.esaim-cocv.org


Abstract:

We provide an approximation of Mather variational problem by finite dimensional minimization problems in the framework of $\Gamma$-convergence. By a linear programming interpretation as done in Evans-Gomez paper we state a duality theorem for the Mather problem, as well a finite dimensional approximation for the dual problem.


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