Abstract. We consider a particle moving in Rd according to a jump Markov process and interacting with an evolving random environment. The latter is represented by a stationary Glauber type dynamics in the continuum. Assuming a low activity { high temperature regime for the Glauber dynamics and small coupling between particle and environment, we obtain the large time asymptotics for the particle position distribution.

Random Jumps in Evolving Random Environment / Boldrighini, Carlo; Kondratiev, Yu; Minlos, R. A.; Pellegrinotti, A; Zhizhina, E. A.. - In: MARKOV PROCESSES AND RELATED FIELDS. - ISSN 1024-2953. - STAMPA. - 14:(2008), pp. 543-570.

Random Jumps in Evolving Random Environment

BOLDRIGHINI, Carlo;
2008

Abstract

Abstract. We consider a particle moving in Rd according to a jump Markov process and interacting with an evolving random environment. The latter is represented by a stationary Glauber type dynamics in the continuum. Assuming a low activity { high temperature regime for the Glauber dynamics and small coupling between particle and environment, we obtain the large time asymptotics for the particle position distribution.
2008
random walk; random environment
01 Pubblicazione su rivista::01a Articolo in rivista
Random Jumps in Evolving Random Environment / Boldrighini, Carlo; Kondratiev, Yu; Minlos, R. A.; Pellegrinotti, A; Zhizhina, E. A.. - In: MARKOV PROCESSES AND RELATED FIELDS. - ISSN 1024-2953. - STAMPA. - 14:(2008), pp. 543-570.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11573/27967
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