Title：Mean curvature flows of closed hypersurfaces in a class of warped product manifolds
Speaker：黄 正 （纽约城市大学）
Time：2018年1月18日 下午 16:00--17:00
Abstract：Mean curvature flows (MCFs) of closed initial hypersurfaces develop finite time singularity in Euclidean space (and many other spaces). We work in a
large class of warp product manifolds, and we use its special geometry, to find conditions such that a MCF with close initial hypersurface exists for all time and
converge to the totally geodesic hypersurface. This is based on joint work with Z. Zhang and H. Zhou.