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19-20 octobre 2017
Laboratoire Paul Painlevé
Europe/Paris timezone

Aim and scope

The goal of this workshop is to bring together physicists and mathematicians studying the dynamics of systems with a very large or infinite number of degrees of freedom, be it experimentally, numerically or analytically. More specifically, the following topics will be addressed:

  • Ensembles of relativistic electrons in interaction in accelerators and Free-Electron Lasers

  • Nonlinear waves in optics

  • Stationary states of the nonlinear Schrödinger equation: soliton turbulence, integrable turbulence

  • Kinetic equations: derivations and range of validity; stationary solutions and their stability.


8 speakers are confirmed:

  • Dmitry Agafontsev, (Moscow, Russia): Integrable turbulence and formation of rogue waves: new results;
  • Enrico Allaria, (Trieste, Italy);
  • Nathalie Ayi, (Paris, France): Rosseland approximation and diffusive limit in the case of a finite set of velocities;
  • Julien Barré, (Orléans, France): Bifurcations de l'équation de Vlasov;
  • Thierry Goudon (Nice, France): Modeling of Magneto-Optical Traps; from Vlasov-Poisson equations to the Incompressible Euler system, the case with finite mass;
  • Maxime Hauray, (Marseille, France): Propagation of chaos for the 3D homogenous Landau equation with moderalty soft potential;
  • Jani Lukkarinen, Helsinki (Finland): Thermalization and prethermalization in anharmonic oscillator chains;
  • Clément Mouhot, (Cambridge, United Kingdom)
Démarre 19 oct. 2017 13:30
Finit 20 oct. 2017 16:35
Laboratoire Paul Painlevé
Batiment M2, salle de réunion
Cité Scientifique 59 655 Villeneuve d'Ascq Cedex​ France
The workshop takes place in the context of the Laboratoire d’excellence CEMPI and is financed by the CNRS through the interdisciplinary program MICRO_TURBU.