Bergin and Lipman (1996) show that the refinement effect from the random mutations in the adaptive population dynamics in Kandori, Mailath and Rob (1993) and Young (1993) is due to restrictions on how these mutation rates vary across population states. We here model mutation rates as endogenously determined mistake probabilities, by assuming that players with some effort can control the probability of implementing the intended strategy. This is shown to corroborate the results in Kandori-Mailath-Rob (1993) and, under certain regularity conditions, those in Young (1993). The approach also yields a new refinement of the Nash equilibrium concept that is logically independent of Selten's (1975) perfection concept and Myerson's (1978) properness...
The finitely repeated Prisoners' Dilemma is a good illustration of the discrepancy between the strat...
Drift appears to be crucial to study the stability properties of Nash equilibria in a component spec...
Evolutionary game theory and theoretical population genetics are two different fields sharing many c...
Bergin and Lipman (1996) show that the refinement effect from the random mutations in the adaptive p...
Abstract. Bergin and Lipman (1996) show that the re¯nement e®ect from the random mutations in the ad...
Early results of evolutionary game theory showed that the risk dominant equilibrium is uniquely sele...
Evolutionary game dynamics in finite populations assumes that all mutations are equally likely, i.e....
Early results of evolutionary game theory showed that the risk dominant equilibrium is uniquely sele...
Moran processes are often used to model selection in evolutionary simulations. The updating rule in ...
We consider evolutionary game dynamics in a finite population of size N. When mutations are rare, th...
This paper models the phenomenon of inertia driven by individual strategy switching costs in a stoch...
Recent stochastic evolutionary models have shown that the most likely convention when the probabilit...
Population learning in dynamic economies has been traditionally studied in over-simplified settings ...
Moran processes are often used to model selection in evolutionary simulations. The updating rule in ...
Evolutionary game theory has proved to be a powerful tool to probe the self-organisation of collecti...
The finitely repeated Prisoners' Dilemma is a good illustration of the discrepancy between the strat...
Drift appears to be crucial to study the stability properties of Nash equilibria in a component spec...
Evolutionary game theory and theoretical population genetics are two different fields sharing many c...
Bergin and Lipman (1996) show that the refinement effect from the random mutations in the adaptive p...
Abstract. Bergin and Lipman (1996) show that the re¯nement e®ect from the random mutations in the ad...
Early results of evolutionary game theory showed that the risk dominant equilibrium is uniquely sele...
Evolutionary game dynamics in finite populations assumes that all mutations are equally likely, i.e....
Early results of evolutionary game theory showed that the risk dominant equilibrium is uniquely sele...
Moran processes are often used to model selection in evolutionary simulations. The updating rule in ...
We consider evolutionary game dynamics in a finite population of size N. When mutations are rare, th...
This paper models the phenomenon of inertia driven by individual strategy switching costs in a stoch...
Recent stochastic evolutionary models have shown that the most likely convention when the probabilit...
Population learning in dynamic economies has been traditionally studied in over-simplified settings ...
Moran processes are often used to model selection in evolutionary simulations. The updating rule in ...
Evolutionary game theory has proved to be a powerful tool to probe the self-organisation of collecti...
The finitely repeated Prisoners' Dilemma is a good illustration of the discrepancy between the strat...
Drift appears to be crucial to study the stability properties of Nash equilibria in a component spec...
Evolutionary game theory and theoretical population genetics are two different fields sharing many c...