Closure theorems for orientor fields are fundamental results for dealing with problems of calculus of variations and control problems, as Cesari proved in Sobolev spaces widely. The extension of Cesari's theory in BV settings started about ten years ago and it proved fundamental to deal with variational model in plastic deformation. The aim of the paper is to present the most recent developments of the study.
Non-smooth solutions in plastic deformation
BRANDI, Primo;SALVADORI, Anna
1993
Abstract
Closure theorems for orientor fields are fundamental results for dealing with problems of calculus of variations and control problems, as Cesari proved in Sobolev spaces widely. The extension of Cesari's theory in BV settings started about ten years ago and it proved fundamental to deal with variational model in plastic deformation. The aim of the paper is to present the most recent developments of the study.File in questo prodotto:
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