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math.PR2012
Symmetric exclusion as a random environment: hydrodynamic limits
Luca Avena, Tertuliano Franco, Milton Jara +1
We consider a one-dimensional continuous time random walk with transition rates depending on an underlying autonomous simple symmetric exclusion process starting out of equilibrium…
math.PR2012
Random walks in dynamic random environments: A transference principle
Frank Redig, Florian Völlering
We study a general class of random walks driven by a uniquely ergodic Markovian environment. Under a coupling condition on the environment we obtain strong ergodicity properties fo…