Some progress towards the conjecture of Schoen
- A+
：Man-Chun Lee（香港中文大学）
：2022-04-20 14:30
：腾讯会议ID：929687968（无密码）
报告人：Man-Chun Lee（香港中文大学）
时 间：4月20日下午14:30
地 点：腾讯会议ID：929687968（无密码）
内容摘要:
It is a classical result that on a compact manifold with non-positive Yamabe invariant, metrics with non-negative scalar curvature must be Ricci flat. It is conjectured by Schoen that the similar rigidity also holds for metrics with high codimension singularity. In this talk, we will talk about some recent progress. This is based on joint work with L.-F. Tam and J. Chu.
个人简介：
Man-Chun Lee，博士，香港中文大学副研究员。主要研究兴趣是Ricci flow、Kahler-Ricci flow、Chern-Ricci flow、Kahler几何与Hermitian几何。在Journal of Differential Geometry、Geometry and Topology、Math. Ann.、Trans. AMS、CVPDE、IMRN等著名期刊发表论文多篇。
联系人：贺飞
