Mean curvature flow of Pinched submanifolds to spheres

Andrews, Benjamin; Baker, Roger

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Mean curvature flow of Pinched submanifolds to spheres

Date

2010

Authors

Andrews, Benjamin

Baker, Roger

Publisher

Lehigh University

Abstract

We consider compact submanifolds of dimension n ≥ 2 in ℝn+k, with nonzero mean curvature vector everywhere, and such that the full norm of the second fundamental form is bounded by a fixed multiple (depending on n) of the length of the mean curvature

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http://hdl.handle.net/1885/58863

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Open Access Research

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Journal of Differential Geometry

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Journal article

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2037-12-31

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Mean curvature flow of Pinched submanifolds to spheres

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