We present a one space dimensional model with nite speed of propagation for population dynamics, based both on the hyperbolic Cattaneo dynamics and the evolutionary game theory. We prove analytical properties of the model and global estimates for solutions, by using a hyperbolic nonlinear Trotter product formula.

A HYPERBOLIC MODEL OF SPATIAL EVOLUTIONARY GAME THEORY

AMADORI, Anna Lisa;
2012

Abstract

We present a one space dimensional model with nite speed of propagation for population dynamics, based both on the hyperbolic Cattaneo dynamics and the evolutionary game theory. We prove analytical properties of the model and global estimates for solutions, by using a hyperbolic nonlinear Trotter product formula.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11367/16896
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