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Surfaces Pinched by Normal Curvature for Mean Curvature Flow in Space Forms by Pu, Dong; Su, Jingjing; Xu, Hongwei is a scholarly article available to read on EtoBox.

What is Surfaces Pinched by Normal Curvature for Mean Curvature Flow in Space Forms about?

In this paper, we investigate the mean curvature flow of compact surfaces in $4$-dimensional space forms. We prove the convergence theorems for the mean curvature flow under certain pinching conditions involving the normal curvature, which generalise Baker-Nguyen's convergence theorem.

Author

Pu, Dong; Su, Jingjing; Xu, Hongwei

Published

2020

Language

EN