We study the asymptotic behavior of solutions of minimization problems of integral functionals with integrands satisfying p-growth conditions, with respect to constraints that are imposed on gradients of admissible functions on a periodic disperse set and with respect to periodic measures that are assumed to be nondegenerate and satisfying the Poincar´e inequality.
Homogenization of Gradient constrained Problems with respect to periodic Measures
CARDONE G;GARGIULO G
2005-01-01
Abstract
We study the asymptotic behavior of solutions of minimization problems of integral functionals with integrands satisfying p-growth conditions, with respect to constraints that are imposed on gradients of admissible functions on a periodic disperse set and with respect to periodic measures that are assumed to be nondegenerate and satisfying the Poincar´e inequality.File in questo prodotto:
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