The program will begin Wednesday afternoon and will finish Friday evening.

Program De Lellis:

Wednesday Afternoon (14h):
   Lecture 1. Three questions of Bressan on ODEs and hyperbolic systems of conservation laws.
Thursday Morning (10h):
   Lecture 2. The Ambrosio Renormalization Theorem and the Keyfitz and Kranzer system.
Thursday Afternoon (15h):
   Lecture 3. Rigidity estimates for almost umbilical surfaces.
Friday Morning (10h):
   Lecture 4. Bressan's Compactness Conjecture.

Complete Schedule:

Appointment between midday and half past midday on the fourth floor of Labo Dieudonne to go to eat
Wednesday:
   14h00-16h15 Lecture 1. Three questions of Bressan on ODEs and hyperbolic systems of conservation laws.
   17h00-17h30 B. Andreianov (Univ. Besancon) A formulation for conservation laws with "contractive" boundary conditions
Thursday:
   10h00-12h15 Lecture 2. The Ambrosio Renormalization Theorem and the Keyfitz and Kranzer system.
   14h00-14h30 F. Bachmann (Univ. Provence) Analysis of a conservation law with discontinuous flux function  
   15h00-17h15 Lecture 3. Rigidity estimates for almost umbilical surfaces.
Friday:
   10h00-12h15 Lecture 4. Bressan's Compactness Conjecture.
   14h30-15h00 N. Nouaili (ENS Paris) Liouville theorem for a heat equation and application for quenching
   15h15-15h45 M. Bostan (Univ. Besancon) Periodic solutions for an envelope equation in plasma physics. Application to electron beam focusing system

Notes of the Course (.ps and .pdf)