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Nonlinear
Water Waves
Organizer: Min. Chen
This session is centered on the propagation of water waves
where nonlinearity, dispersion and sometimes dissipation,
capillarity and random noises are all acting. Featured in the
session will be theoretical work and numerical simulations
on issues such as the stability and long-time behavior of
solutions.
Speakers
List (in alphabetical order of authors):
1) Anne de Bouard (Centre National de la Recherche Scientifique, France)
"Random perturbations of the Korteweg-de Vries equation"
2)John Carter (Seattle University,USA)
"Stability of nontrivial-phase solutions of higher-order
generalizations of the cubic nonlinear Schrodinger equation"
3) M.
Chen
(Purdue Univiversit, USA)
"Numerical
simulations of water waves"
4) Bernard Deconinck (University of Washington, USA)
"Hill's method: computing spectra of linear operators"
5) Olivier Goubet (Université de Picardie, France) (tentative)
"Viscous asymptotical models for water wave
propagation"
6) Linghai Zhang (Lehigh University, USA)
"Solutions to some open problems in n-dimensional fluid dynamics"
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