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Dynamic Wave Functions 2013 (2013)

Organizers: PF Weizhu Bao (Singapore & Beijing), Arno Rauschenbeutel (WPI c/o TU Wien), PF Jean-Claude Saut (Paris Sud), Thorsten Schumm (WPI c/o TU Wien), Hans Peter Stimming (WPI), PF Dieter Jaksch (Univ. Oxford)

Talks


Rémi Carles WPI, OMP 1, Seminar Room 08.135 Mon, 23. Sep 13, 15:00
Nonstandard dispersion in Schrödinger equations
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Paolo Antonelli WPI, OMP 1, Seminar Room 08.135 Mon, 23. Sep 13, 16:00
Scattering for nonlinear Schrödinger equations with partially confining potential
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Mathieu Colin WPI, OMP 1, Seminar Room 08.135 Tue, 24. Sep 13, 9:30
Short pulses approximations in dispersive media
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Eric Dumas WPI, OMP 1, Seminar Room 08.135 Tue, 24. Sep 13, 10:45
Nonlinear optics: taking full dispersion and ionization into account
Note:   You may download the presentation of the talk
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Valeria Banica WPI, OMP 1, Seminar Room 08.135 Tue, 24. Sep 13, 14:15
Dispersion for the Schrödinger equation on the line with multiple Dirac delta potentials
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Vincent Duchêne WPI, OMP 1, Seminar Room 08.135 Wed, 25. Sep 13, 9:30
Nonlinear dispersive asymptotic models for the propagation of internal waves
Note:   You may download the presentation of the talk
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Nicola Visciglia WPI, OMP 1, Seminar Room 08.135 Wed, 25. Sep 13, 10:45
Long-time behavior and invariant measures for the Benjamin-Ono equation
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

David Lannes WPI, OMP 1, Seminar Room 08.135 Wed, 25. Sep 13, 14:15
Stabilization by dispersion: the example of interfacial waves
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Felipe Linares WPI, OMP 1, Seminar Room 08.135 Thu, 26. Sep 13, 9:30
Dispersive perturbations of Burgers and hyperbolic Equations
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Christian Klein WPI, OMP 1, Seminar Room 08.135 Thu, 26. Sep 13, 10:45
Numerical study of blow-up in nonlinear dispersive equations
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Dmitry Pelinovsky WPI, OMP 1, Seminar Room 08.135 Thu, 26. Sep 13, 14:15
Validity of the weakly nonlinear solution for the Boussinesq-Ostrovsky equation
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Thomas Alazard WPI, OMP 1, Seminar Room 08.135 Fri, 27. Sep 13, 9:30
Global solutions and asymptotic behavior for two dimensional gravity water waves
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Didier Pilod WPI, OMP 1, Seminar Room 08.135 Fri, 27. Sep 13, 10:45
The Cauchy problem for two dimensional Boussinesq systems
  • Thematic program: Dynamic Wave Functions 2013 (2013)
  • Event: Workshop on "Modified dispersion for dispersive equations and systems" (2013)

Prof. NIER Francis; IRMAR Rennes & U. Paris Nord WPI seminar room 8.135 Wed, 4. Jun 14, 11:00
"Phase-space approach to bosonic mean field asymptotic: an overview"
The bosonic mean field approximation can be presented as an infinite dimensional semiclassical asymptotics. This was known for a long time at the formal level or on some specific examples, after Bogoliubov, Berezin and Hepp for example. Benefitting from the advances in semiclassical analysis of the nineties, we went back to this point of view in a series of works with Zied Ammari. This analysis shows deep interrelations between quantum field theory, microlocal analysis, stochastic processes and measure transportations. It also provides new results and new quantities which motivate forthcoming theoretical or numerical works.
  • Thematic program: Dynamic Wave Functions 2013 (2013)

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