学术报告：The Ricci flow on the 2-sphere with marked points
发布时间：2018-05-23 浏览次数：400
摘要：We study the limiting behavior of the Ricci flow on the 2-sphere with marked points. We show that the normalized Ricci flow will always converge to a unique constant curvature metric or a shrinking gradient soliton metric. In the semi-stable and unstable cases of the 2-sphere with more than two marked points, the limiting metric space is still S^2, but it carries a different conical and conformal structure from the initial structure.
报告人：宋剑教授（Rutgers University）
时间：2018-5-30 10:10--11:10
地点：雁山校区理2-309