Qualitative Methods for Hamilton-Jacobi Equations and Applications Torino, July 4, 2006 Special session at Mathematics and its applications a joint SIMAI-SMAI-SMF-UMI meeting

Venue:
Dipartimento di Matematica, Politecnico di Torino
Corso Duca degli Abruzzi, 24 - 10129 Torino
Room: to be communicated

Program:

09.00	Introduction
09.05-09.30	Olivier Ley (Tours) Viscosity solutions and minimizing movements in shape optimization
09.30-09.55	Fabiana Leoni (Roma "La Sapienza") Maximal solutions of viscous Hamilton-Jacobi equations with degeneracy
10.00-10.25	Annalisa Cesaroni (Padova) A metric approach to Hamilton-Jacobi equations in bounded domains
10.30-10.55	Roberto Ferretti (Roma Tre) Time-step adaptation in a Semi-Lagrangian scheme for Mean Curvature Motion
11.00-11.25	coffee break
11.30-11.55	Hasnaa Zidani (ENSTA) Lower semicontinuous solutions of Hamilton-Jacobi equations with state constraints
12.00-12.25	Olivier Bokanowski (Paris 7) Numerical approximation for a stochastic control problem with unbounded controls
12.30-12.55	Andrea Davini (Padova) Bolza problems with discontinuous Lagrangians
13.00-14.00	lunch time
14.00-14.25	Nicolas Forcadel (CERMICS) Dislocations dynamics and mean curvature motion
14.30-14.55	Elisabetta Carlini (Roma "La Sapienza") Convergence of a Fast Marching algorithm for the non-convex eikonal equation
15.00-15.25	Aurelien Monteillet (Brest) Integral formulations of the geometric eikonal equation
15.30-15.55	Graziano Crasta (Roma "La Sapienza") A variational approach to the macroscopic electrodynamics of hard superconductors
16.00-16.25	Stefano Finzi Vita (Roma "La Sapienza") A numerical model for growing sandpiles on partially open tables
16.30-16.55	coffee break
17.00-17.25	Cyril Imbert (Montpellier II) Homogenization of first order equations with (u/epsilon)-periodic Hamiltonians
17.30-17.55	Fabio Camilli (L'Aquila) Singular perturbations and PDE Aubry-Mather theory
18.00-18.25	Alessio Figalli (ENS Lyon and SNS Pisa) A problem of Mather and applications in dynamics

Abstracts: PDF file