In this paper the homogenization limit of minimization problems for integral functional with unbounded constraints on the gradient is considered, generalizing the previous result of bounded constraints. Results of convergence of minima and representation of limit problem are obtained in the framework of the theory of Gamma-convergence due to DE Giorgi.
On a problem of homogenization in a case of unbounded constraints on the gradient - Rapporto interno - Istituto di Fisica, Matematica e Informatica, Università di Salerno
VITOLO, Antonio
1991-01-01
Abstract
In this paper the homogenization limit of minimization problems for integral functional with unbounded constraints on the gradient is considered, generalizing the previous result of bounded constraints. Results of convergence of minima and representation of limit problem are obtained in the framework of the theory of Gamma-convergence due to DE Giorgi.File in questo prodotto:
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