A note on “Renegotiation in repeated games” [Games Econ. Behav. 1 (1989) 327–360]

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A Note on , , Renegotiation in Repeated Games ” [ Games Econ . Behav .

In Farrell and Maskin (1989), the authors present sufficient conditions for weakly renegotiation-proof payoffs in their Theorem 1 (p. 332). We show that a step in the proof of this theorem is not correct by giving a counterexample. Nevertheless, the sufficient conditions remain true, and we offer a correction of the proof.

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In repeated games, subgame-perfect equilibria involving threats of punishment may be implausible if punishing one player hurts the other(s). If players can renegotiate after a defection, such a punishment may not be carried out. We explore a solution concept that recognizes this fact, and show that in many games the prospect of renegotiation strictly limits the cooperative outcomes that can be ...

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We consider repeated games with side-payments: players have an endowment of wealth in each period in which transfers can be made. We show that if endowments are large enough and the common discount factor high enough, then a strongly renegotiation–proof equilibrium (SRP) in the sense of Farrell and Maskin exists. As the discount factor goes to 1, the set of SRP payoffs converges to the set of e...

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ژورنال

عنوان ژورنال: Games and Economic Behavior

سال: 2019

ISSN: 0899-8256

DOI: 10.1016/j.geb.2019.01.002