Gradients for the evolution of bimatrix games
Copyright policy )Gradients for the evolution of bimatrix games
The evolutionary dynamics of bimatrix games is studied for rescaled partnership games and zero sum games. The former case leads to gradient systems. The selection equations for sexual and asexual reproduction of genotypes corresponding to mixed strategies are analysed. As examples, the origin of anisogamy and cyclic chases for predator-prey coevolution are studied.
Male, 330, reproduction of genotypes, gradient systems, predator-prey coevolution are studied, Zero sum games, anisogamy, Partnership games, Problems related to evolution, Game Theory, Applications of game theory, mixed strategies, Animals, Game dynamics, Biological Evolution, rescaled partnership games, Other game-theoretic models, evolutionary dynamics of bimatrix games, Gradients, zero sum games, Female, Animal behavior, Mathematics
Male, 330, reproduction of genotypes, gradient systems, predator-prey coevolution are studied, Zero sum games, anisogamy, Partnership games, Problems related to evolution, Game Theory, Applications of game theory, mixed strategies, Animals, Game dynamics, Biological Evolution, rescaled partnership games, Other game-theoretic models, evolutionary dynamics of bimatrix games, Gradients, zero sum games, Female, Animal behavior, Mathematics
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