Anomalous Diffusion and Polya Recurrence

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Published on ● Video Link: https://www.youtube.com/watch?v=A-64UjFSc8A


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After a brief introduction a survey of some recent results will be given of ergodic and stochastic properties of Sinai billiards. In particular, PolyaΓÇÖs celebrated recurrence theorem, known to hold for planar random walks, is discussed for a deterministic model of Brownian motion which is defined via billiards.



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