Christos Mantoulidis (Rice University) 

06/10 at 4:30 pm (CEST)

 Generic perturbations of mean curvature flows

I will discuss work with O. Chodosh, K. Choi, and F. Schulze on perturbations of mean curvature flows in R^3, near multiplicity-one non-generic singular points, which avoid non-generic singularities. This is our most succinct parabolic analogue for Hardt--Simon's well-known generic regularity theorem for the elliptic area-minimization problem.

William P. Minicozzi II (MIT)

26/10 at 4:30 pm (CET)  

Ailana Fraser (University of British Columbia)

02/11 at 04:30 pm (CET)  

Javier Gómez-Serrano (Brown University)

30/11 at 4:30 pm (CET)  

Valentino Tosatti (NYU Courant)

11/12 at 4:30 pm (CET) 

Robin Neumayer (Carnegie Mellon University)

14/12 at 4:30 pm (CET) 

Tatsuya Miura (Kyoto University)

25/01 at 11:30 am (CET) 

Simon Brendle (Columbia)

28/09 at 4:30 pm (CEST)

A dimension descent scheme for the positive mass theorem in arbitrary dimension

We describe an inductive scheme for proving the positive mass theorem in arbitrary dimension, extending the minimal hypersurface approach pioneered by Schoen and Yau. This is joint work with Yipeng Wang.