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MS9: Nonlinear Schrödinger models and rogue waves

Organisers: Alexander Tovbis, E-mail: alexander.tovbis@ucf.edu; Stephane Randoux, E-mail: Stephane.RANDOUX@univ-lille1.fr; Pierre Suret, E-mail: Pierre.Suret@univ-lille1.fr.

Each talk is 25 minutes. More information is available here
  • Alfred Osborne, Nonlinear Waves Research Corporation, USA
    Title: Breather turbulence in ocean surface waves
  • Roger Grimshaw, University College London, UK
    Title: The effect of wind on modulational instability
  • Peter Miller, Department of Mathematics, University of Michigan, USA
    Title: Extreme superposition: rogue waves of infinite order
  • Alexander Dyachenko, Landau Institute for Theoretical Physics, Russia
    Title: Canonical system of equations for 1D water wave and its NLSE approximation
  • Dionissios Mantzavinos, Uiversity of Kansas, USA
    Title: TBA
  • Sara Lombardo, Loughbourough University, UK
    Title: TBA
  • Alexander Tovbis, University of Central Florida, USA
    Title: TBA
  • Pierre Suret, University of Lille, France
    Title: Integrable turbulence in the focusing regime of 1D nonlinear Schrodinger equation : optical experiments and semiclassical theory
  • Stéphane Randoux, University of Lille, France
    Title: Optical random Riemann waves and the pre-breaking stage of integrable turbulence
  • Bob Jenkins, Department of Mathematics, University of Arizona, USA
    Title: TBA
  • Matteo Conforti, CNRS, University of Lille, France
    Title: Parametric instabilities in nonlinear fiber optics
  • Andrey Gelash, Novosibirsk State University, Russia
    Title: Dynamics and statistics of solitons and breathers in the nonlinear Schrodinger equation: from infinite line to periodic boundary conditions
  • Dmitry Agafontsev, P.P. Shirshov Institute of Oceanology, Moscow, Russia
    Title: TBA
  • Amin Chabchoub, University of Sydney, Australia
    Title: Nonlinear extreme waves in finite water depth
  • Bertrand Kibler, Laboratoire Interdisciplinaire Carnot de Bourgogne, Dijon, France
    Title: Modulation instability, breathers and frequency combs in optical fibers