Counting and boundary limit theorems for representations of Gromov‐hyperbolic groups
Counting and boundary limit theorems for representations of Gromov‐hyperbolic groups
Abstract Given a Gromov‐hyperbolic group endowed with a finite symmetric generating set, we study the statistics of counting measures on the spheres of the associated Cayley graph under linear representations of . More generally, we obtain a weak law of large numbers for subadditive functions, echoing the classical Fekete lemma. …