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SS108: Water waves and other dispersive phenomena

Organizer(s):
Name:	Affiliation:	Country:
J. Douglas Wright	Drexel University	USA
David Ambrose	Drexel University	USA

Abstract:
Many problems of interest in science exhibit dispersive, or wave-like phenomena. Examples include waves in the ocean or in optical fibers, among others. Questions of interest include existence of solutions for initial value problems, existence and stability of coherent structures, and dynamics over long time scales. In this session, we discuss recent advances in these areas.

List of approved abstract
Name	Affiliation	Title
Robert Buckingham	University of Cincinnati	Semiclassical soliton ensembles in dispersive and non-dispersive equations
Hongqiu CHEN	University of Memphis	Stability and instability of solitary wave solutions for systems of nonlinear dispersive equations
Shunlian Liu	Hunan University of Technology	THE ZERO SURFACE TENSION LIMIT OF THREE-DIMENSIONAL INTERFACIAL DARCY FLOW
Christopher Lustri	Macquarie University	Using exponential asymptotics to compute nanopteron behaviour and free-surface waves
Robert Marangell	University of Sydney	An Evans function for 2D steady flows of the Euler equations on the torus
Katie Oliveras	Seattle University	Instabilities of Two-Stratified Fluids Under Linear Shear
Dmitry Pelinovsky	McMaster University	Instability of peaked waves in the reduced Ostrovsky equation
Gideon Simpson	Drexel University	Existence theory for magma equations in dimension two and higher
Nathan D Totz	University of Miami	Global Well-Posedness and Higher Sobolev Norm Bounds for Non-Focusing Schrodinger Equations on Mixed Domains
J. Douglas Wright	Drexel University	Traveling Waves in Diatomic Fermi-Pasta-Ulam-Tsingou lattices.
Tian-Shiang Yang	National Cheng Kung University	Performance analysis and optimization of a water tank with oscillating walls for wave energy harvesting