11-18【Tengren Zhang】腾讯会议 几何拓扑及高阶Teichmuller研讨班系列报告之八

发布者:卢珊珊发布时间:2022-11-15浏览次数:10

报告题目:Entropy Rigidity for cusped Hitchin representations


报告人:Tengren Zhang,National University of Singapore


时间:2022年11月18日(星期五)14:30-15:30


腾讯会议:647-4448-8711 

点击链接入会,或添加至会议列表:

https://meeting.tencent.com/dm/VvMCGE4fgWA0


摘要:Let G be a geometrically finite subgroup of PSL(2,R). We say that a  representation r from G to PGL(d,R) is a Hitchin representation if there  is an r-equivariant positive map from the  real projective line to the space of complete flags in R^d. We then  prove a rigidity result for the entropy of Hitchin representations,  generalizing previous work of Potrie-Sambarino. This is joint work with  Richard Canary and Andrew Zimmer.


“几何拓扑及高阶Teichmuller研讨班”将邀请本领域与几何、拓扑、分析、代数、概率、动力系统等相关的专家给1至1.5小时的报告。前半个小时的报告将概括研究方向的内容,面向本科生、研究生以及相关的专家,以引起大家的兴趣,深入学术交流。


Baidu
sogou