"Geometry and Analysis on Groups" Research Seminar
Time: 20.11.17, 15:00–17:00
Location: Seminarraum 8, Oskar-Morgenstern-Platz 1, 2.Stock
Title: Product set growth in groups and hyperbolic geometry
Speaker: Markus Steenbock (University of Vienna)
Abstract: Let G be a group acting on a hyperbolic space, for example, a hyperbolic group acting on its Cayley graph. We discuss uniform growth estimates for the n-fold products of finite subset in G away from cyclic subgroups. This extends results of Razborov and Safin in the case of free groups. Joint work with T. Delzant.