Existence of traveling waves for bistable monotone semiflows

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Date(s) - 13/05/2014
11 h 00 min - 12 h 00 min


In this talk, I will first recall some classical results on the existence of traveling waves connecting two stable steady states for typical reaction-diffusion equations and their analogues. Such an existence result is then established for a class of bistable evolution systems in homogeneous/periodic environment from a monotone dynamical system point of view. Finally, the obtained results are illustrated with concrete models that may arise from population ecology.


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