Word metric asymptotics for actions of hyperbolic groups on Gromov hyperbolic spaces
Location: MSRI: Simons Auditorium
hyperbolic metric space
geometric group theory
actions on trees
I will discuss work in progress with Sam Taylor and Giulio Tiozzo in which we study some asymptotics with respect to the word metric for actions of hyperbolic groups on Gromov hyperbolic spaces. For example for a large class of such actions we prove that the proportion of elements in a Cayley ball of radius R which do not act loxodromically decays to zero.
Please report video problems to email@example.com.
See more of our Streaming videos on our main VMath Videos page.