Mallows Permutations and Finite Dependence
ANNALS OF PROBABILITY, pp. 343.0-379.0, 2020.
Abstract:
We use the Mallows permutation model to construct a new family of stationary finitely dependent proper colorings of the integers. We prove that these colorings can be expressed as finitary factors of i.i.d. processes with finite mean coding radii. They are the first colorings known to have these properties. Moreover, we prove that the cod...More
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