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Uniqueness of self-similar solutions to flows by quotient curvatures
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Uniqueness of self-similar solutions to flows by quotient curvatures
classification
math.DG
keywords
curvatureshypersurfacesquotientclosedconsiderfamilyflowsonly
read the original abstract
In this paper, we consider a family of closed hypersurfaces which shrink self-similarly with speed of quotient curvatures. We show that the only such hypersurfaces are shrinking spheres.
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