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SS65: Propagation Dynamics in Nonlinear Evolution Systems

Organizer(s):
Name:	Affiliation:	Country:
Jian Fang	Harbin Institute of Technology	Peoples Rep of China
Xing Liang	University of Science and Technology of China	Peoples Rep of China
Xiao-Qiang Zhao	Memorial University of Newfoundland	Canada

Abstract:
This special session is focused on the theory, methods and applications of propagation dynamics in various nonlinear evolution systems. The topics include travelling waves, spreading speeds, asymptotic patterns, linear and nonlinear selection, temporal and spatial dynamics, local and nonlocal dispersal, and biological invasions.

List of approved abstract
Name	Affiliation	Title
Yuming Chen	Wilfrid Laurier University	Domain decomposition methods for a spatial heterogeneous delay R-D equation
Weiwei Ding	Meiji University	Dynamics of time-periodic reaction-diffusion equations with compact initial support on R
Dmitri Finkelshtein	Swansea University	Accelerated nonlocal nonsymmetric dispersion for monostable equations on the real line
Jimmy Garnier	CNRS -- University Savoie Mont-Blanc	Genetci and demographic consequences of fast propagation
Thomas Giletti	University of Lorraine	Bistable and multistable pulsating fronts in high dimensions
Yu Jin	University of Nebraska-Lincoln	Population persistence in a benthic-drift river environment
Bingtuan Li	University of Louisville	Invasion speeds in microbial systems with toxin production and quorum sensing
Bendong Lou	Shanghai Normal University	Entire solutions of the Fisher-KPP equation on the half line
Andrea Tellini	Universidad Autonoma de Madrid	Propagation enhancement for Fisher-KPP problems with diffusion and reaction heterogeneities in adjacent domains.
Zhi-Cheng Wang	Lanzhou University	Propagation dynamics of a time periodic and delayed reaction-diffusion model without quasi-monotonicity
Yaping Wu	Capital Normal University	The Stability ofTravelling Waves for AutocatalyticReaction Systems with or without Decay
Maolin Zhou	University of New England	Logarithmic corrections in Fisher-KPP problems for the Porous Medium Equation