|GEOMETRIC PDE SEMINAR|
|Topic:||Non-Local Minimal surfaces|
|Affiliation:||Institut de Mathematiques, Universite Paul Sabatier|
|Date:||Tuesday, January 20|
|Time/Room:||3:30pm - 4:30pm/S-101|
We discuss the local properties of the boundaries of sets whose indicator function is a local minimizer of a Sobolev norm of exponent strictly less than 1/2. It turns out that one devise a regularity that parallels very much that of de Giorgi for minimal surfaces.