Symmetric invariant measures and smooth and symmetric rigidity
Time and place
1 PM on Thursday, April 25th, 2013; NAC 6/113
Yunping Jiang (Queens College)
Abstract
In the study of modern dynamical systems, an invariant measure is an important topic and in the study of modern complex analysis, the quasisymmetric condition on a map is an important topic. In this talk, I will combine these two topics together introducing a new interesting topic, symmetric invariant measure. I will discuss the existence and the uniqueness of a symmetric invariant measure. I will also discuss some ergodicity problem for symmetric measures and a related topic, smooth rigidity and symmetric rigidity.
