In the literature of voluntarily repeated Prisoner's Dilemma type games with no information flow, the focus is on how long-term cooperation is established. In this paper we investigate how non-cooperative and cooperative players co-exist. In many incomplete information versions of a similar...

I find new results for the `Perpetual Race' analyzed in Horner 2004. The 'Perpetual Race' is an infinite horizon stochastic state space game for which Markov Perfect equilibria are characterized. My results characterize equilibrium strategy structure in a previously unexplored parameter region...

We challenge the global optimality of one-shot punishments in infinitely repeated games with discounting. Specifically, we show that the stick-and-carrot punishment à la Abreu (1986) may not be globally optimal. We prove our result by investigating tacit collusion in the infinite repetition of...

This paper theoretically explores the voluntary provision of a public good in a finitely repeated setting. Agents' utility is the sum of their monetary earnings and a non-material psychological component that can be interpreted as a taste for efficiency and/or fairness. An arbitrarily small...

Multiple long run players play one amongst multiple possible stage games in each period. They observe and recall past play and are aware of the current stage game being played, but are maximally uncertain about the future evolution of stage games. This setup is termed an uncertain repeated game....

We analyze collusion in an infinitely repeated Bertrand game, where prices are publicly observed and each firm receives a privately observed, i.i.d. cost shock in each period. Productive efficiency is possible only if high-cost firms relinquish market share. In the most profitable collusive...

We consider an infinitely-repeated Bertrand game, in which prices are perfectly observed and each firm receives a privately-observed, i.i.d. cost shock in each period. Productive efficiency is possible only if high-cost firms are willing to relinquish market share. In the most profitable...