On an extention of the H^k mean curvature flow of closed convex hypersurfaces

Abstract

In this paper we prove that the H^k (k is odd and larger than 2) mean curvature flow of a closed convex hypersurface can be extended over the maximal time provided that the total L^p integral of the mean curvature is finite for some p

8 pages. Geometriae Didicata, 2013