报告人：胡鹰翔（北京航空航天大学）

时  间：7月15日下午15:00

地  点：腾讯会议ID：772-731-984（无密码）

内容摘要:

Curvature flow for hypersurfaces has become a powerful tool to prove the various geometric inequalities. In this talk, we will first review the recent progress on various geometric inequalities in space forms. Then we prove a family of identities for closed and strictly convex hypersurfaces in the sphere and hyperbolic/de Sitter space. As applications, the Blaschke-Santalo type inequalities in the sphere and hyperbolic/de Sitter space will be proved, which generalizes the previous work of Gao, Hug and Schneider. This is a joint work with Professor Haizhong Li.

个人简介：

胡鹰翔，本科和博士毕业于浙江大学；后赴清华大学从事博士后研究工作；2020年8月至今任职于北京航空航天大学数学学院。研究方向为微分几何和几何分析，研究兴趣为超曲面曲率流及其几何应用。文章发表在Math. Ann., Adv.Math., Trans. AMS.,CVPDE和JGA等重要国际学术期刊。

联系人：夏超