Game Equilibrium Models |
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altruistic anticipatory learning process assume assumption behavior Biol component continuous replicator dynamics denote det(A discrete replicator dynamics display distribution dynamic stability eggs eigenvalues encounter equation Eshel evolution evolution of sex evolutionarily stable strategies evolutionary stability Figure fitness flower foraging frequency frequency dependent selection function G(GO G(STAY game theory gamete genetic genotype given hermaphrodite Hopf bifurcation hyperbolically stable implies individual interaction interior fixed point investment level Lemma linear male density mating place mating type Maynard Smith microhabitat quality mixed strategy mutant Nash equilibrium Nash equilibrium strategy natural selection normal form game offered to pollinators optimal orbits parameter payoff matrix player pollen flow population strategy positive preliminary model probability pure strategies rectangle regular equilibrium point replicator equation resources offered respect RSP-game Section Selten sexual species strong evolutionarily stable Theorem type 1 fish unstable vector yield level