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ure 438: T148-T150. 64. Claussen J, Traulsen A (2005). Nongaussian fluctuations arising from finite populations: Exact results for the evolutionary Moran process. Phys Rev E 71: 025101. 65. Docbeli M, C Hauert (2005). Models of cooperation based on the Prisoner's Dilemma and the Snowdrift game. Ecol
for Archaeological Research/University of Cambridge, 119-129. 116. Foster KR (2006). The Phoenix effect. Nature 441: 291-292. 117. Fudenberg D, LA Imhof (2006). Imitation processes with small mutations. J Econ Theory 131: 251-262. 118. Fudenberg D, MA Nowak, C Taylor, LA Imhof (2006). Evolutionary g
t much larger than the degree, as well as the phenotype space. 2.5.1 The well-mixed population As first example we consider the frequency dependent Moran process in a well mixed population of size N (Nowak et al 2004, Taylor et al 2004, Nowak 2006a) (Fig.la). In the language of evolutionary graph the
this is the probability that a newly introduced mutant, using a different strategy, takes over the population (Nowak et al 2004, Taylor et al 2004, Imhof Sc Nowak 2006, Nowak 2006a, Traulsen et al 2006, Lessard Sc Ladret 2007, Bomze & Pawlowitsch 2008). In this new approach, the Nash equilibrium cond
weak selection (as opposed to 6 cc 1) shall become clear at the end of this section. The dynamics of the system is given by the frequency dependent Moran process. In each time step a randomly chosen individual is replaced by a copy of an individual chosen with probability proportional to its payoff.
equivalent to PA C 1/N, where PA is the fixation probability of an A mutant in a population of B individuals (Nowak et al 2004a, Ohtsuki et al 2007, Imhof et al 2006, Lessard and Ladret 2007). The above condition can thus be interpreted as follows: in a 2 x 2 game with mixed strategies, pure strategy
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