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CNA Seminar
Elvira Zappale
Universita' di Salerno
Title: Existence of minimizers for non-level convex supremal functionals

Abstract: Necessary and sufficient conditions for existence of solutions to $L^\infty$ variational problems, when the supremand (i.e. the energy density) is not necessarily level convex, are investigated. The analysis is obtained through a comparison with the related level convex prob- lem and written in terms of a di fferential inclusion involving the boundary data. Several conditions of convexity for the supremand $f$ are also studied.

This is a joint work with Ana Margarida Ribeiro.

Recording (avi): http://mm.math.cmu.edu/recordings/cna/CNA-ElviraZappaleTape-Apr-08-2014.avi
Recording (mp4): http://mm.math.cmu.edu/recordings/cna/CNA-ElviraZappaleTape-Apr-08-2014.mp4
Date: Tuesday, April 8, 2014
Time: 1:30 pm
Location: Wean Hall 7218
Submitted by:  David Kinderlehrer