报告人: 李智强(北京大学) 

时间：2021年8月20日 14:30-15:30  

地点：腾讯会议：会议 ID：551 644 008

摘要：In this talk, we discuss the weighted ergodic optimization problem for expanding Thurston maps following the work of Huang-Lian-Ma-Xu-Zhang in the hyperbolic case. More precisely, for Latt\`es maps, we show that a generic H\older potential (with respect the spherical metric) possesses a maximizing measure supported on a periodic orbit. More generally, for expanding Thurston maps, such a result holds for generic H\older potentials with respect to visual metrics. This is a joint work with Yiwei Zhang.

邀请人：赵云