Special Session 17: 

De Giorgi techniques applied to kinetic equations

Logan Stokols
UT Austin
USA
Co-Author(s):    Alexis Vasseur, Jessica Guerand
Abstract:
In this talk we will present recent results on the application of De Giorgi techniques to the regularity theory for kinetic equations. The De Giorgi technique was originally developed for calculus of variations. This approach has been fruitful for models related to Landau and Boltzmann equations, both for linearized models and the fully nonlinear case.