A Gap Theorem for Self-shrinkers of the Mean Curvature Flow in Arbitrary Codimension
A Gap Theorem for Self-shrinkers of the Mean Curvature Flow in Arbitrary Codimension
In this paper, we prove a classification theorem for self-shrinkers of the mean curvature flow with $|A|^2\le 1$ in arbitrary codimension. In particular, this implies a gap theorem for self-shrinkers in arbitrary codimension.
Haizhong Li、Huai-Dong Cao
数学
Haizhong Li,Huai-Dong Cao.A Gap Theorem for Self-shrinkers of the Mean Curvature Flow in Arbitrary Codimension[EB/OL].(2011-01-03)[2025-08-02].https://arxiv.org/abs/1101.0516.点此复制
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