题目：An Energy Method for Uniqueness of Geometric flows
摘要: In this talk, I will introduce an energy method for solving uniqueness problems of geometric flows on manifolds. The basic idea is to derive a Gronwall-type inequality for certain geometric functionals which describe the distance of two solutions. In particular, we use parallel transportations to define intrinsic energy functionals and improve the estimates. This method is applicable to various type of geometric flows, including Schroedinger-type flows. This is a joint work with Professor Wang, Youde.
联系人： 王枫 （firstname.lastname@example.org）