Bernstein’s theorem for fractional minimal surfaces

We discuss a geometric minimization problem
arising in a fractional, nonlocal setting.
We recall some regularity and rigidity results
and we discuss the analogue of Bernstein’s theorem
for this kind of minimal surfaces (i.e. whether
minimal graphs are necessarily affine).

Date: Aug 14, 2013 at 16:00 h
Date of closure: Aug 14, 2013
Venue: Avda. Blanco Encalada 2120, 5to piso, Sala de Seminarios DIM
Speaker: Enrico Valdinoci
Affiliation: Weierstrass Institute, Berlin
Coordinator: Juan Diego Davila
Abstract:
PDF - PS

Posted on Aug 9, 2013 in Differential Equations, Seminars