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math.PR2023
Invariance principle and local limit theorem for a class of random conductance models with long-range jumps
Sebastian Andres, Martin Slowik
We study continuous time random walks on (with ) among random conductances that permit jumps of arbitrary length.…
math.PR2023
Gradient estimates of the heat kernel for random walks among time-dependent random conductances
Jean-Dominique Deuschel, Takashi Kumagai, Martin Slowik
In this paper we consider a time-continuous random walk in in a dynamical random environment with symmetric jump rates to nearest neighbours. We assume that these ra…