Suitable Radon measure for nonlinear Dirichlet boundary p(u)-Laplacian problem.

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Résumé

This paper is devoted to the study of nonlinear homogeneous Dirichlet boundary p(u)-Laplacian problem. Existence, uniqueness and structural stability results of weak solutions are obtained by approximation method and convergent sequences in terms of Young measures

Mots-clés

p(u)-Laplacian; Dirichlet condition; existence; uniqueness