Systems of p-Laplacian differential inclusions with large diffusion

In this paper we consider coupled systems of p-Laplacian differential inclusions and we prove, under suitable conditions, that a homogenization process occurs when diffusion parameters become arbitrarily large. In fact we obtain that the attractors are continuous at infinity on L2(Ω)×L2(Ω) topology, with respect to the diffusion coefficients, and the limit set is the attractor of an ordinary differential problem.