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# Asymmetric conservative processes with random rates

@inproceedings{Aplieada1994AsymmetricCP, title={Asymmetric conservative processes with random rates}, author={Brazil Clnstituto de Matematica Pura e Aplieada and BP Universit de Rouen}, year={1994} }

- Published 1994

We study a one-dimensional nearest neighbor simple exclusion process for which the rates of jump are chosen randomly at time zero and fixed for the rest of the evolution. The ith particle's right and left jump rates are denoted pi and qi respectively; pi + qi 1. We fix c E (1/2, 1) and assume that pi E [c, 1] is a stationary ergodic process. We show that there exists a critical density p* depending only on the distribution of {pi} such that for almost all choices of the rates: (a) if p E [p*, 1… CONTINUE READING

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