Every closed embedded lambda-self-expander in Euclidean space is a round sphere centered at the origin, proved through a new weighted Heintze-Karcher inequality.
Completeλ-hypersurfaces of weighted volume-preserving mean cur- vature flow.Calc
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An Alexandrov-type theorem in warped product manifolds with radial density
Every closed embedded lambda-self-expander in Euclidean space is a round sphere centered at the origin, proved through a new weighted Heintze-Karcher inequality.