Article ID Journal Published Year Pages File Type
8899803 Journal of Mathematical Analysis and Applications 2018 21 Pages PDF
Abstract
The current paper is devoted to the study of wave propagation dynamics for a class of convolution equation with monostable structure. It is shown that this equation admits traveling wave solution connecting the zero steady state, even when the nonlinear term of this equation is without monotonicity. A sufficient condition for the traveling wave solution that converges to the positive steady state is also established.
Related Topics
Physical Sciences and Engineering Mathematics Analysis
Authors
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