# Asymptotic stability for the gradient flow of some nonlocal energies

## Nicola Fusco (Dip. Mat. Univ. Napoli)

created on 18 Mar 2021
modified by root on 23 Mar 2021

15 apr 2021 -- 15:00   [open in google calendar]

WADE (Webinar in Analysis and Differential Equations)

I will start by discussing some recent results on the asymptotic stability of the $H^{-1}-$gradient flow of the perimeter, the so called surface diffusion. Then I will consider the $H^{-1}-$gradient flow of some energy functionals given by the area of an interface plus a non local volume term. This is a joint work with E. Acerbi, V. Julin and M. Morini