Abstract
In this note, we prove that the solution of certain mean curvature flow on a finite time interval [0, T) can be extended over time T if the space-time integration of the mean curvature is finite. Moreover, we show that the condition is optimal in some sense.
Citation
Hong-Wei Xu. Fei Ye. En-Tao Zhao. "Extend Mean Curvature Flow with Finite Integral Curvature." Asian J. Math. 15 (4) 549 - 556, December 2011.
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