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ID 56993
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Abstract
This paper studies traveling fronts to cooperation diffusion systems in R-N for N >= 3. We consider (N - 2)-dimensional smooth surfaces as boundaries of strictly convex compact sets in RN-1, and define an equivalence relation between them. We prove that there exists a traveling front associated with a given surface and show its stability. The associated traveling fronts coincide up to phase transition if and only if the given surfaces satisfy the equivalence relation.
Keywords
Traveling front
Cooperation diffusion system
Non-symmetric
Published Date
2016-03-05
Publication Title
Journal of Differential Equations
Volume
volume260
Issue
issue5
Publisher
Academic Press
Start Page
4301
End Page
4338
ISSN
00220396
NCID
AA00696680
Content Type
Journal Article
language
英語
OAI-PMH Set
岡山大学
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isVersionOf https://doi.org/10.1016/j.jde.2015.11.010