Dirichlet problem associated with a random quasilinear operator in a random domain

We study the rate of convergence of solutions relative to Dirichlet problems associated with a random quasilinear operator in randomly perforated domains of R(d) With holes whose size tends to 0. Our direct method allows to extend the results already obtained by an epi-convergence method irt the case of symetric operator with deterministic and constant coefficients in a random domain.