THE INVERSE MEAN CURVATURE FLOW IN RANK ONE SYMMETRIC SPACES OF NON-COMPACT TYPE
2015 Volume 69 Issue 2 Pages 259-284
Details
2015 Volume 69 Issue 2 Pages 259-284
In this paper, we study the inverse mean curvature flow starting from a mean convex hypersurface in rank one symmetric spaces of non-compact type. We derive a lower bound for the mean curvature along the inverse mean curvature flow starting from a strictly star-shaped mean convex hypersurface.
