Main navigation | Main content

HOME » PROGRAMS/ACTIVITIES » Annual Thematic Program

PROGRAMS/ACTIVITIES

Annual Thematic Program »Postdoctoral Fellowships »Hot Topics and Special »Public Lectures »New Directions »PI Programs »Math Modeling »Seminars »Be an Organizer »Annual »Hot Topics »PI Summer »PI Conference »Applying to Participate »

Talk Abstract

Time-asymptotic Behaviour in Hamilton-Jacobi Equations

Time-asymptotic Behaviour in Hamilton-Jacobi Equations

University of Toulouse

The problem under study is the following Hamilton-Jacobi equation

with periodic conditions in x or in a bounded domain with Dirichlet conditions. When H is strictly convex with respect to its second variable - sometimes, mere convexity is enough - the convergence to steady states is proved. This study is applied to understand the dynamics of a front whose propagation is given by a law of the form

Back to IMA Minisymposium: Mathematical Investigations of Models in Combustion