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Session Overview |
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Plenary V
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2:40 pm - 3:40 pm
Random walks in dynamical random environments
We give an introduction to random walks in static and dynamical random environments. In particular, we treat the example where the dynamical random environment is given by dynamical percolation. We explain some recent results about biased random walk on dynamical percolation. They address the existence and monotonicity of a linear speed as well as the validity of the central limit theorem.
If time permits, we describe some of the tools in the proofs.
The results were obtained in collaborations with Sebastian Andres, Noam Berger, Xiaoqin Guo, Jan Nagel, Dominik Schmid and Perla Sousi.
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