# Rigidity results and topology at infinity of translating solitons of the mean curvature flow

 Orateur: IMPERA Debora Localisation: Université de Milan-Bicocca, Italie Type: Séminaire de géométrie Site: Hors LAMA , IHP Salle: 421 Date de début: 11/01/2016 - 14:00 Date de fin: 11/01/2016 - 14:00

In this talk I will discuss some rigidity results and obstructions on the topology at infinity of translating solitons of the mean curvature flow in the Euclidean space. These results were recently obtained in collaboration with M. Rimoldi and our approach relies on the theory of $f$-minimal hypersurfaces.