Existência de atrator para problemas com operadores monótonos e dominados pelo p-Laplaciano com difusão

Abstract

This work is about the upper semicontinuity of the family of global attractors associated to nonlinear reaction diffusion equations whose principal part is determined by maximal operator monotonous governed by degenerate p-Laplacian in which the diffusion d blows up in localized regions inside the domain.