Complete noncompact self-similar solutions of gauss curvature flows II. negative powers

Urbas, John

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Complete noncompact self-similar solutions of gauss curvature flows II. negative powers

Date

1999

Authors

Urbas, John

Abstract

We classify all complete noncompact embedded convex hypersurfaces in Rn+1 which move homothetically under flow by some negative power of their Gauss curvature.

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https://dspace-test.anu.edu.au/handle/1885/733715364

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DevOps Pure Testing

Source

Advances in Differential Equations

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Article

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Complete noncompact self-similar solutions of gauss curvature flows II. negative powers

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