天元讲堂(3.5)：Uniqueness of equilibrium measures and homoclinic classes of classes of measures.
报告题目：Uniqueness of equilibrium measures and homoclinic classes of measures. Ⅰ
报告人 Jerome Buzzi（Universite de Paris-Sud，CNRS研究员）
报告时间 2019年3月5日09:00-10:00
报告地点 精正楼307
报告题目：Uniqueness of equilibrium measures and homoclinic classes of measures. ⅠI
报告人 Jerome Buzzi（Universite de Paris-Sud，CNRS研究员）
报告时间 2019年3月5日10:00-11:00
报告地点 精正楼307
报告题目：Uniqueness of equilibrium measures and homoclinic classes of measures. ⅠII
报告人 Jerome Buzzi（Universite de Paris-Sud，CNRS研究员）
报告时间 2019年3月5日11:00-12:00
报告地点 精正楼307
报告摘要 Consider a C^2-diffeomorphism of a compact manifold M and a
Holder-continuous function real function on M. We introduce homoclinic
relation among hyperbolic measures. We show that there is at most one
hyperbolic equilibrium measures in a given homoclinic class. We give
some applications and explain the proof based on the Bowen property of
the symbolic dynamics built by Ben Ovadia. This is a joint work with
Crovisier and Sarig.