SS107 AIMS 2016 Meeting, Orlando, Florida, USA

Title:  Analysis of nonlinear dispersive wave equations and integrable systems
Organizer(s):
Name: Affiliation: Country: Email Address:
Stephen Anco
Department of Mathematics & Statistics, Brock University
Canada
sanco@brocku.ca
Robin Ming Chen
Department of Mathematics, University of Pittsburg
USA
MINGCHEN@pitt.edu
Yue Liu
Department of Mathematics, University of Texas at Arlington
USA
yliu@uta.edu
Changzheng Qu
Department of Mathematics, Ningbo University
Peoples Rep of China
quchangzheng@nbu.edu.cn
Introduction:
This session will bring together researchers at all career stages to share their recent results on various aspects in the analysis of nonlinear dispersive wave equations and integrable structures. It will focus on (but not be restricted to) developments connected with derivation of nonlinear equations from physical models and integrable structures, including well-posedness, stability analysis, blow-up, wave breaking, and geometric aspects. Of special interest are equations related to the theory of water waves, such as the Camassa-Holm equation, Whitham equation, Hunter-Saxton equation, Degasperis-Procesi equation, NLS equation, and their various recent generalizations.