题目：Ricci flow starting from an embedded closed convex surface in ℝ^3
报告人：刘佳伟(Otto-von-Guericke-University Magdeburg)
地点：腾讯会议(id:6016953907)
时间：2021.06.14 15:00-16:00
摘要：We will talk about the existence and uniqueness of Ricci flow that admits an embedded closed convex surface in ℝ^3 as metric initial condition. The main point is a family of smooth Ricci flows starting from smooth convex surfaces whose metrics converge uniformly to the metric of the initial surface in intrinsic sense. This is joint work with Jiuzhou Huang.