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Mean Curvature Flow of Higher Codimension in Hyperbolic Spaces
Published 28 May 2011 in math.DG | (1105.5686v1)
Abstract: In this paper we investigate the convergence for the mean curvature flow of closed submanifolds with arbitrary codimension in space forms. Particularly, we prove that the mean curvature flow deforms a closed submanifold satisfying a pinching condition in a hyperbolic space form to a round point in finite time.
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