报告人：Frederick Tsz-Ho Fong助理教授

               Hong Kong University of Science and Technology

报告题目：Rigidity of Self-Expanders of Inverse Curvature Flows

报告时间：2017年12月01日下午14:30

报告地点：海韵实验楼105

摘要：In this talk, the speaker will investigate a large class of curvature flows by degree -1 homogeneous functions of principal curvatures in Euclidean spaces. This class curvature flows include the well-known inverse mean curvature flow and many others in the current literature. Self-expanding solutions to these curvature flows are solutions that expanding homothetically without changing their shapes. We will talk about uniqueness, rigidity, and constructions of both compact and non-compact self-expanding solutions to these flows. Part of these are joint work with G. Drugan, H. Lee; P. McGrath; and A. Chow, K. Chow.

报告人简介：Frederick Fong joined HKUST (his alma mater) as an Assistant Professor since July 2015. Prior to his appointment in HKUST, he taught at Brown University as a J. D. Tamarkin Assistant Professor from 2012 to 2015. Fong grew up in Hong Kong and received his B.Sc. and M.Phil. in Mathematics from HKUST. Then, he went to Stanford University to pursue his doctoral studies under the mentorship of Richard Schoen and received his Ph.D. in Mathematics in 2012.

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