学术报告

题      目： Complete self-shrinkers of mean curvature flow

报  告  人：成庆明   教授  (邀请人：魏国新 )

                                    Fukuoka University

时      间：3月1日  15：00-16：00

腾 讯 会 议 号：934-848-676

报告人简介:

       成庆明教授，日本福冈大学 (Fukuoka University) 数学系主任，博士生导师，日本数学会几何组前负责人。成庆明教授主要从事微分几何学的研究，对中日微分几何的学术交流做出重要贡献。成庆明教授在拉普拉斯的特征值研究，球面中极小超曲面的陈省身猜想，λ-超曲面的研究等方面做出了重要研究成果; 在 Comm. Math. Phys., Math. Ann., Trans. Amer Math. Soc., Math. Z., Calc. Var. PDE., Indiana Univ. Math. J., Comm. Anal. Geom., 等国际知名期刊上发表 SCI 论文 110 多篇。

摘      要：

      It is well-known that self-shrinkers play an important role in the study on mean curvature flow because self-shrinkers describe all blow-up at a given singularity of mean curvature flow. In this talk, we would like to consider complete self-shrinkers of mean curvature flow. We will focus on classifications of n-dimensional complete self-shrinkers of mean curvature flow. In particular, we discuss my joint works with Z. Li and G. Wei on complete self-shrinkers with the constant length of second fundamental form.