Front Propagation for Nonlocal KPP Reaction-Diffusion Equations in Periodic Media

Published 3 Jul 2017 in math.AP | (1707.00419v1)

Abstract: We study front propagation phenomena for a large class of nonlocal KPP-type reaction-diffusion equations in oscillatory environments, which model various forms of population growth with periodic dependence. The nonlocal diffusion is an anisotropic integro-differential operator of order $\alpha \in (0,2)$.

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