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Time Horizon of Games Finite Infinite (unspecified) Original Equilibrium of the Game. In PD: D Overvaluation of Cooperation. In PD: TFT Under Finite Time Horizon Selten’s Theorem: The equilibrium of the basic game will be the SPE of the whole finitely repeated game also. In prisoner’s dilemma this equilibrium is D. Under Infinite Time Horizon Folk theorem: If a one-shot game is infinitely repeated, then essentially all distributions of individual rational payoffs can be equilibria of the whole infinitely repeated game. The best equilibrium candidate is TFT.

Time Horizon

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Page 1: Time Horizon

Time Horizon of Games

Finite Infinite

(unspecified)

Original Equilibrium

of the Game.

In PD: D

Overvaluation of

Cooperation.

In PD: TFT

Under Finite Time Horizon

Selten’s Theorem: The equilibrium of the basic game will be the

SPE of the whole finitely repeated game also. In prisoner’s

dilemma this equilibrium is D.

Under Infinite Time Horizon

Folk theorem: If a one-shot game is infinitely repeated, then

essentially all distributions of individual rational payoffs can

be equilibria of the whole infinitely repeated game. The best

equilibrium candidate is TFT.