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Dynamical analysis of Differential Equations

Organizer(s):
Name:	Affiliation:	Country:
Zhaosheng Feng	University of Texas Rio Grande Valley	USA

Abstract:

This session will be devoted to the study of the dynamical aspects of differential equations and related nonlinear systems arising in physical and biological phenomena. The topics include (but not limited to) the existence of solutions, stability, bifurcation, persistence, oscillations, chaotic phenomena, approximate solutions, asymptotic analysis, homoclinic solutions, exponential dichotomy etc.

List of approved abstract
Name	Affiliation	Title
Jerry Bona	University of Illinois at Chicago	Models for the two-way propagation of internal waves
Xiyou Cheng	Lanzhou University	On some results of degenerate elliptic systems
Zhaosheng Feng	University of Texas-RGV	Wave solutions to the KdV-Burgers-Kuramoto equation
Lijun Hu	College of Mathematics and Statistics, Hengyang Normal University	An Improved Roe Scheme for Compressible flows and Stability Analysis
Changbing Hu	University of Louisville	Spreading Speeds for Reaction-Diffusion Equations with A Shifting Habitat
xianfei hui	North Dakota State University	Research on Complexity of Urban Transportation System Empowered by Shared Transportation
hui jiang	Tianjin University	The Complexity of Game model in Duopoly Market with Sales Promotions
Xutian Qi	University of Texas Rio Grande Valley	Asymptotic Theory of Singular Perturbation and its Applications
Ernest E Sanca	Department of Mathematics and Informatics, University of Novi Sad	From pseudospectra of diagonal blocks to pseudospectrum of a full matrix
Indranil SenGupta	North Dakota State University	Asian option pricing PDES