Abstract:
Dissipative evolution equations are used to model many systems in applied sciences. The mini-symposium will focus on the asymptotic dynamics, in particular, traveling wave solutions and spreading speeds, of various dissipative evolution equations involving spatial or temporal variations and/or time delays.

9:00-9:30 AM   Poisson-Nernst-Planck type models for ionic flows and ion size effect on I-V relations Abstract

Weishi Liu, University of Kansas, USA; Shuguan Ji, Jilin University, China; Xuemin Tu, University of Kansas; Mingji Zhang, University of Kansas, USA

9:30-10:00 AM   A Reaction-Diffusion Problem with Nonlocal Reaction Abstract

Georg Hetzer, Auburn University, USA

10:00-10:30 AM   Traveling Wave Solutions in Partially Degenerate Cooperative Reaction-Diffusion Systems Abstract

Bingtuan Li, University Louisville, USA

10:30-11:00 AM   A spectral condition for strong stability of non-autonomous linear equation Abstract

Minh Van Nguyen, University of West Georgia, USA