arXiv:1702.08057 Abstract | arXiv Analytics

arXiv:1702.08057 [math.AP]Abstract References Reviews Resources

Existence of the global solutions of an integro-differential equation in population dynamics

Published 2017-02-26Version 1

We study a nonlinear integro-differential equation arising in population dynamics. It has been already proved by Rybka, Tang and Waxman that it has a unique local in time solution. Here, after deriving appropriate a priori estimates we show that the dynamics is global in time.

Categories: math.AP

Keywords: population dynamics, global solutions, priori estimates, unique local, time solution

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