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SS33: Dynamics of Parabolic Type Equations in Life Sciences and Physics

Organizer(s):
Name:	Affiliation:	Country:
Wan-Tong Li	Lanzhou University	Peoples Rep of China
Guo Lin	Lanzhou University	Peoples Rep of China
Zhi-Cheng Wang	Lanzhou University	Peoples Rep of China

Abstract:
This special session focuses on the spatial dynamics of parabolic type equations. Due to the backgrounds of these equations in life sciences and physics as well as the importance in mathematical literature, we shall pay attention to the dynamics formulated by transition dynamics and other spatial-temporal modes. This session will try to present as much information as possible and offer opportunities for potential cooperation.

List of approved abstract
Name	Affiliation	Title
Yuan He	Lanzhou University	Analysis and control of population dynamics models
Wantong Li	Lanzhou University	Traveling Waves of Two Species Competition System with Nonlocal Dispersal in Periodic Habitats
Guo Lin	Lanzhou University	Propagation Dynamics of Time Periodic Systems
Zhi-Cheng Wang	Lanzhou University	Transition fronts of combustion reaction diffusion equations in $\\mathbb{R}^{N}$
YunRui Yang	LanZhou JiaoTong University	Stability of monostable traveling waves of reaction-diffusion equations with delay
Liang Zhang	Lanzhou University	Threshold dynamics of a reaction-diffusion epidemic model with stage structure
Li Zhang	Chang`an University	Spatio-Temporal Propagation of Nonlocal Anisotropic Dispersal Equations