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On considere la caracterisation des limites de Poisson de marches aleatoires de Markov dependante du temps invariantes par un groupe sur des groupes localement compacts G. On montre que de telles limites de Poisson sont moyennables et approximativement transitives. On etablit une relation entre des algebres de Von Neumann et des limites de Poisson quand G=R ou Z

Hyperfinite von Neumann algebras and Poisson boundaries of time dependent random walks