Translating Solitons of the Mean Curvature Flow: Geometry, Analysis, and Recent Developments
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Summary Translating solitons (“translators”) of the mean curvature flow (MCF) are geometric objects of central importance in the study of singularities of curvature flows. They arise naturally as blow-up limits around type-II singularities and as stationary points of a weighted area functional in Ilmanen’s conformal metric. As such, they playContinue Reading
