Global Stability of Traveling Waves with Non-Monotonicity for Population Dynamics Model

Authors :: Yong-Hui Zhou
Zuomao Yan
Shuguan Ji
Source :: Tokyo Journal of Mathematics. 44
Publication Year :: 2021
Publisher :: Tokyo Journal of Mathematics, 2021.
Abstract: By using the Fourier transform method combining with the weighted energy method and some new skills, the global stability of oscillatory traveling waves for a monostable delayed equation is established. Particularly, the nonlinearity is nonlocal in the equation.

Subjects :: education.field_of_study
General Mathematics
Mathematical analysis
Population
Dynamics (mechanics)
Monotonic function
Stability (probability)
Nonlinear system
symbols.namesake
Multivibrator
Fourier transform
Traveling wave
symbols
education
Mathematics

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