Title:Rigidity for translating solitons of mean curvature flows

Abstract:A complete connected isometrically immersed hypersurface $\Sigma$ in R^{n+1} is called a translating soliton if its mean curvature vector satisfies H =w^{\bot},

where w is a unitary vector in R^{n+1} and {w}^{\bot} is the orthogonal projection of w onto the normal bundle. We will discuss some examples of translating solitons of mean curvature flows and prove rigidity results for grim hyperplanes.

报 告 人：Detang Zhou教授 巴西Fluminense联邦大学（UFF）数学系

报告时间：2016年12月22日（星期四）下午15：30~16：30

报告地点：数学科学学院38号楼报告厅

主办单位：数学科学学院

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