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Resident-invader dynamics and the coexistence of similar strategies
1Department of Mathematics, University of Turku, FIN-20014 Turku, Finland.
Abstract:
We study the resident-invader dynamics for a given class of models of unstructured populations of finite-dimensional strategies. We prove various results on the existence and uniqueness of omega-limit sets in the interior of the resident-invader population state space, and we classify the generically possible types of dynamics in terms of the invasion conditions when the resident and invader strategies are similar to one another.
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