Location: HILL 423
Date & time: Friday, 29 September 2017 at 10:20AM - 11:20AM
Abstract: In this talk, we discuss uniqueness results for mean curvature flow of non-compact manifolds. We use an energy argument to prove two uniqueness theorems for mean curvature flow with possibly unbounded curvatures. These generalize results in Chen and Yin. Using similar method, we also obtain a uniqueness result on Ricci flows.
This is a joint work with Man-chun Lee.