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Minimal Surfaces and Self-shrinkers with Codimension Two in R4

2019-05-07 10:00

报告人: 周恒宇【重庆大学】

报告人单位:

时间: 2019-05-07 10:00-11:00

地点: 卫津路校区6号楼112教

开始时间: 2019-05-07 10:00-11:00

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报告人简介

重庆大学 副研究员

报告内容介绍

In this talk, we discuss a rigidity result for two dimensional graphical self-shrinker in R ⁴. That is a graph of $f(x):R^2\rightarrow R^2$ as a self-shrinker. Our idea is inspired from Mutao Wang’s results of graphical mean curvature flows with arbitrary codimension. If the Jacobian of f is always less than 1, then its graph as a self shrinker is a plane through 0. If time permitted, we also report some recent results in this direction.

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