Mean curvature flow with generic initial data

Mercredi 13 mai 16:00-18:00 - Felix Schulze - Warwick

Résumé : We show that the mean curvature flow of generic closed
surfaces in ℝ³ avoids asymptotically conical and non-spherical compact
singularities. The main tool is a long-time existence and uniqueness
result for ancient mean curvature flows that lie on one side of
asymptotically conical or compact shrinking solitons. This is joint work
with Otis Chodosh, Kyeongsu Choi and Christos Mantoulidis.

Lieu : Demander le lien Zoom à jean-michel.bismut@u-psud.fr

Mean curvature flow with generic initial data  Version PDF