Finitely Repeated Games
We study subgame perfect equilibria of finitely repeated games. We prove a limit "folk theorem" for these games. Under weak conditions, any feasible and individually rational payoff vector of the one-shot game can be approximated by the average payoff in a perfect equilibrium of a repeated game with a sufficiently long horizon.
|Work Title||Finitely Repeated Games|
|License||CC BY-NC 4.0 (Attribution-NonCommercial)|
|Deposited||September 04, 2022|
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