Saturday, March 24

MS7: Asymptotic Dynamics of Dissipative Evolution Equations - Part I of III

9:00-11:00 AM
Room: Shelby Center 205 - Second Floor

For part II, See MS23

Wenzhang Huang,
University of Alabama in Huntsville
Wenxian Shen, Auburn University

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

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