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We focus then on repeated games (RG) where repetition allows efficient equilibrium points to be implemented.
Harsanyi and Selten were awarded for their work on repeated games.
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Our strategy, based on repeated game, can suppress selfish behavior and compensate agents that encounter selfish or faulty neighbors.
They first define models of repeated games and differential games.
If the profile of the arranged strategies is represented by a mapping on the profile set, it arises the infinitely split Nash equilibrium problems for repeated games.
Single-shot games are opposed to repeated games.
We propose a new approach for running lab experiments on indefinitely repeated games with high continuation probability.
On the other hand, most experimenters usually play repeated games with subjects, to provide experience.
Using repeated games, the authors prove that each point on the capacity region of a fading MAC is achieved by some power control policy.
Finally repeated games are further divided into finite repeated games and infinite repeated games.
Repeated games: These are also called stage games.
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