SMALL GROUP

PDE/Probability Interactions:
Kinetic Equations, Long time and Propagation of Chaos

September 4 – 8, 2017

In order to begin new efficient collaboration between probability and kinetic equation specialists, following the conference « PDE/Probability Interactions:
Kinetic Equations, Long time and Propagation of Chaos » organized in April 2017, a small group of 10 people maximum is organized. The main subject will be kinetic equations with singular interactions, such as coulombian Landau or Keller-Segel, and new ideas and methodologies will be established to consider these hard problems. This group of researchers will be constituted by senior and young people.
Organizing Committee

François Bolley (Université Pierre et Marie Curie)
Nicolas Fournier (Université Pierre et Marie Curie)
Arnaud Guillin (Université Blaise Pascal)
Clément Mouhot (University of Cambridge)