Conferences - Seminars
Global estimates for local and nonlocal porous medium type equations on bounded domains
By Prof. Alessio Figalli, ETHZ
The behavior of solutions to the classical porous medium equation is by now well understood: the support of the solution expands at finite speed, and for large times it behaves as the separate- variable solution. When the Laplacian is replaced by a nonlocal diffusion, completely new and surprising phenomena arise depending on the power of the nonlinearity and the one of the diffusion. The aim of the talk is to present a self-contained overview of this theory.
Organization Prof. Bernard Dacorogna
Contact Virginie Ledouble
Accessibility General public