Typical behaviour along geodesic rays in hyperbolic groups

preprint2020arXivOpen access

Abstract

In this note we study the limiting behaviour of real valued functions on hyperbolic groups as we travel along typical geodesic rays in the Gromov boundary of the group. Our results apply to group homomorphisms, certain quasimorphisms and to the displacement functions associated to convex cocompact group actions on CAT(−1)(-1) metric spaces.

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