25–27 avr. 2018
Institut de mathématique Simion Stoilow de l'Académie Roumaine
Fuseau horaire Europe/Bucharest

Transitions de phase et problèmes non locaux pour écoulements compressibles/Phase transitions and nonlocal problems arising in compressible flows

26 avr. 2018, 09:00
1h

Orateur

Didier Bresch (CNRS Chambéry, France)

Description

The aim of this talk is to present quantitative estimates for transport equations with rough, i.e. non-smooth, velocity fields. The final goal is to use those estimates to obtain new global existence results à la Leray on complex systems where the transport equations is coupled to other PDEs for instance as in fluid mechanics. We will explain for instance how it helps to treat phase transitions and nonlocal problems arising naturally in compressible flows.

Auteur principal

Didier Bresch (CNRS CHambéry, France)

Co-auteur

Pierre-Emmanuel Jabin (U. Maryland, États-Unis)

Documents de présentation

Aucun document.