Asymptotic Behaviour of Relaxed Dirichiet Problems Involving a Dirichlet-Poincar Form
Marco Biroli
Politecnico di Milano, ItalyN. Tchou
Université de Rennes I, France

Abstract
We study the convergence of the solutions of a sequence of relaxed Dirichlet prob lems relative to Dirichlet forms to the solution of the Γ-limit problem. In particular we prove the strong convergence in and the existence of "correctors" for the strong convergence in . The above two results are generalizations to our framework of previous results proved in [10] in the usual uniformly elliptic setting.
Cite this article
Marco Biroli, N. Tchou, Asymptotic Behaviour of Relaxed Dirichiet Problems Involving a Dirichlet-Poincar Form. Z. Anal. Anwend. 16 (1997), no. 2, pp. 281–309
DOI 10.4171/ZAA/764