Hydrodynamics of the Weakly Perturbed Voter Model

V.A. Malyshev, A.D. Manita, E.N. Petrova, E. Scacciatelli

1995, v.1, Issue 1, 3-56

ABSTRACT

We study the Euler and diffusion limits for a weakly perturbed voter model. We present a new method for deriving the hydrodynamics and we obtain the hydrodynamic equations for a large class of perturbations.

Keywords: Processes with local interaction,votermodel,hydrodynamical behaviour,resummation of diagrams

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Laboratory of large random systems, Dept. of Mechanics and Mathematics
Moscow State University, Vorobievy Gory, 119952 Moscow Russia
E-mail: editor@math-mprf.org
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The journal was founded in 1995 by prof. Malyshev V. A.
Published by Polymat Publishing Company, Moscow, Russia
ISSN 1024-2953
The journal is published quaterly

Markov Processes And Related Fields

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V.A. Malyshev, A.D. Manita, E.N. Petrova, E. Scacciatelli