A partnership game is a two person game in which both players necessarily receive the same payoff. For symmetric partnership games it is shown that asymptotic stability with respect to the replicator dynamics, evolutionary stability (Maynard Smith and Price [1973], Thomas [1985]) and equilibrium evolutionary stability (Swinkels [1992]) are equivalent concepts. This equivalence result is also derived for asymmetric partnership games, both in the asymmetric contest (Selten [1980]) and in the two population setting (Balkenborg and Schlag [1994]). A side result shows for general games that equilibrium evolutionary stability is weaker than evolutionary stability
Abstract—Evolutionary game theory (EGT) has been widely adopted in various research fields and recen...
The evolution of cooperation opens a prominent window to investigate the organizing properties in co...
We generalise and extend the work of Iñarra and Laruelle (2011) by studying two person symmetric evo...
At the beginning of my Master's thesis we define basic terms such as payoff, strategy, best reply an...
This paper presents an outline of different approaches within evolutionary game theory and sees thes...
International audienceWe review some classical definitions and results concerning Evolutionarily Sta...
Evolutionary dynamics in evolutionary games as well as in evolution-ary algorithms imply de–facto sp...
The object of game theory is to choose a strategy that will resolve conflicts, with the highest payo...
Most existing results of evolutionary games restrict only to the Nash equilibrium. This paper introd...
We apply stochastic stability to undiscounted finitely repeated two player games without common inte...
Selten R. Evolutionary stability in extensive 2-person games. Sections 10 to 12. Working Papers. Ins...
We analyse the stability properties of mixed equilibria in 2×2 asymmetric games under evolutionary d...
Selten R. Evolutionary stability in extensive 2-person games. Sections 1 to 9. Working Papers. Insti...
The simple Nash demand game is analysed in an evolutionary context. The evolutionarily stable strate...
The paper requires that equilibrium behavior for two person symmetric games be resistant to genetic ...
Abstract—Evolutionary game theory (EGT) has been widely adopted in various research fields and recen...
The evolution of cooperation opens a prominent window to investigate the organizing properties in co...
We generalise and extend the work of Iñarra and Laruelle (2011) by studying two person symmetric evo...
At the beginning of my Master's thesis we define basic terms such as payoff, strategy, best reply an...
This paper presents an outline of different approaches within evolutionary game theory and sees thes...
International audienceWe review some classical definitions and results concerning Evolutionarily Sta...
Evolutionary dynamics in evolutionary games as well as in evolution-ary algorithms imply de–facto sp...
The object of game theory is to choose a strategy that will resolve conflicts, with the highest payo...
Most existing results of evolutionary games restrict only to the Nash equilibrium. This paper introd...
We apply stochastic stability to undiscounted finitely repeated two player games without common inte...
Selten R. Evolutionary stability in extensive 2-person games. Sections 10 to 12. Working Papers. Ins...
We analyse the stability properties of mixed equilibria in 2×2 asymmetric games under evolutionary d...
Selten R. Evolutionary stability in extensive 2-person games. Sections 1 to 9. Working Papers. Insti...
The simple Nash demand game is analysed in an evolutionary context. The evolutionarily stable strate...
The paper requires that equilibrium behavior for two person symmetric games be resistant to genetic ...
Abstract—Evolutionary game theory (EGT) has been widely adopted in various research fields and recen...
The evolution of cooperation opens a prominent window to investigate the organizing properties in co...
We generalise and extend the work of Iñarra and Laruelle (2011) by studying two person symmetric evo...