Epstein Secrets

27). References Axelrod. K.. 1954. the Evolution of Cooperation. Basic Books. New York. NY. Revised edition published in 2006. Cressman. R. 2005. Evolutionary Dynamics and Extensive Form Games. MIT Press. Cambridge. Massachusetts. De Jaegher. K.. 2017. Harsh environments and the evolution of multi-player coop- era

in which having a different behavior than one's partner produces a higher payoff. Doves cooperate by sharing resources but retreat when challenged. Hawks do not cooperate. They are ready to fight to avoid leaving an interaction empty-handed. A Hawk gets the entire resource when facing a Dove but suff

Evolutionary Dynamics in Structured Populations A dissertation presented by Corina Elena Tarnita to The Department of Mathematics in partial fulfillment of the requi

14 6.2 Mixed games with 2 strategies 119 6.3 Mixed games with two pure strategies 122 6.3.1 A resealed payoff matrix 125 6.3.2 Example: Hawks and Doves 126 6.4 A mixed 3-game: Cooperators, Defectors, Loners 130 6.5 Mixed games with n pure strategies 135 6.6 Conclusion 136 B

205-230. [19] Cressman, It., 1992. The stability concept of evolutionary game theory. Lecture Notes in Biomathematics, 94. [20] Cressman It, 2003. Evolutionary Dynamics and Extensive Form Games. MIT Press, Cambridge, MA, London, UK. [21] Dieckmann, U., Law, R., Metz, J.A.J., (Eds.), 2000. The Geometry of Ecological

. 0, the mixed phase extends to the quarter-plane a > 0, > 0. For large mutation ratesµ —• co, however, the mixed phase disappears. 6.3.2 Example: Hawks and Doves As an example, we consider the Hawk-Dove game (Maynard-Smith 1982, Houston Mcishunara 1988, Houston Sc McNamara 1991, IvIesterton-Gibbons