We present a one space dimensional model with finite speed of propagation for population dynamics, based on a hyperbolic Cattaneo dynamics and evolutionary game theory. Comparison with parabolic models and numerical simulations are presented and discussed.
A One Dimensional Hyperbolic Model for Evolutionary Game Theory: Numerical Approximations and Simulations
AMADORI, Anna Lisa;
2010-01-01
Abstract
We present a one space dimensional model with finite speed of propagation for population dynamics, based on a hyperbolic Cattaneo dynamics and evolutionary game theory. Comparison with parabolic models and numerical simulations are presented and discussed.File in questo prodotto:
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