Sequentiality of moves in an infinitely repeated prisoner's dilemma does not change the conditions under which mutual cooperation can be supported in equilibrium as compared to simultaneous decision-making. The nature of the interaction is different, however, given that the second mover in a...

This paper examines "market-based tournaments", in which firms use the tournament outcome to update their expectations about worker ability. A theoretical model offers several implications, which are unique to the market-based tournament and which we test in a laboratory experiment. The...

We analyze a repeated game in which countries are polluting as well as investing in technologies. While folk theorems point out that the first best can be sustained as a subgame-perfect equilibrium when the players are sufficiently patient, we derive the second best equilibrium when they are...

Proponents of the patent-holdup conjecture implicitly model competition among different technologies for inclusion in a standard as a static Bertrand pricing game without (1) any capacity restraints, (2) any product differentiation, and (3) any outside option for the inventors. On the basis of...

We analyze a repeated game in which countries are polluting and investing in technologies. While folk theorems point out that the first best can be sustained as a subgame-perfect equilibrium when the players are sufficiently patient, we derive the second-best equilibrium when they are not. This...

This paper fills in a gap in the tournament literature by developing a framework that can be used to analyze both cardinal and ordinal tournaments, as well as piece rates. The analysis aims to obtain a Pareto ranking of cardinal versus ordinal tournaments, which is an open question in the...

This paper analyzes two-stage rank-order tournaments. A principal decides (i) how to spread prize money across the two periods, (ii) how to weigh performance in the two periods when awarding the second-period prize, and (iii) whether to reveal performance after the first period. The information...

A tournament is a simultaneous n-player game that is built on a two-player game g. We generalize Arad and Rubinstein's model assuming that every player meets each of his opponents twice to play a (possibly) asymmetric game g in alternating roles (using sports terminology, once "at home" and once...