论文标题
离散体积保留平均曲率流的长期行为
Long time behaviour of discrete volume preserving mean curvature flows
论文作者
论文摘要
在本文中，我们分析了Euler隐式方案，以保留平均曲率流量。我们证明，对于与有限周边的任何有限的初始集合，方案与有限体积的有限型结合的指数收敛。
In this paper we analyse the Euler implicit scheme for the volume preserving mean curvature flow. We prove the exponential convergence of the scheme to a finite union of disjoint balls with equal volume for any bounded initial set with finite perimeter.
