Identification of the Poisson and Martin boundaries of orthogonal discrete quantum groups

Mathematics – Operator Algebras

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Scientific paper

The Poisson and Martin boundaries for invariant random walks on the dual of
the orthogonal quantum groups A_o(F), are identified with higher dimensional
Podles spheres that we describe in terms of generators and relations. This
provides the first such identification for random walks on non-amenable
discrete quantum groups.

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