Periodic Homogenization for Nonlocal Hamilton-Jacobi Equations at a Critical Diffusive Regime.



In this talk, I will report periodic homogenization results for integro-differential Hamilton-Jacobi equations in which the nonlocal elliptic operator have “order” one. This makes the nonlocal operator to have the same scaling property of the gradient, which can be understood as a critical regime among the diffusion and the transport terms.

This is a joint work with Adina Ciomaga (Paris Diderot University, Paris) and Daria Ghilli (Karl-Franzens-Universität Graz, Austria).

Date: Jun 18, 2018 at 17:00 h
Venue: Seminarios Felipe Álvarez Daziano , del Departamento de Ingeniería Matemática, ubicado en la torre norte del 5to piso.
Speaker: Erwin Toop
Affiliation: USACH
Coordinator: Prof. Hanne Van Den Bosch

Posted on Jun 8, 2018 in CAPDE, Seminars