Quenched local limit theorem for ergodic random conductance model

Abstract:

We prove an almost sure local limit theorem  for a symmetric random walk in an ergodic random environment.
The proof is based on the parabolic Harnack inequality, which  holds under some moment conditions on the conductances and the quenched invariance principle.

Date: Nov 29, 2013 at 17:30 h
Date of closure: Nov 29, 2013
Venue: Avda. Blanco Encalada 2120, piso 7. Sala de Seminarios CMM.
Speaker: Prof. Jean-Dominique Deuschel
Affiliation: Technische Universitat Berlin, Berlin
Coordinator: Daniel Remenik
Abstract:
PDF - PS

Posted on Nov 25, 2013 in Seminars, Stochastic Modeling