What we find is that teh match between vulnerability and trust is a key ingredient into what makes a group of workers work well together along with the type of coordination problem that is created by the equilibrium of the incentive scheme.

A standard assumption in the economic approach to individual decision making is that people have independent preferences. We study equilibria of the classic common pool resource extraction and public good games when some of the players have negatively interdependent preferences while the...

We present a synthesis of the various folk theorems for repeated games.

Political parties in Northern Ireland recently used a divisor method of apportionment to choose, in sequence, ten cabinet ministries. If the parties have complete information about each others' preferences, we show that it may not be rational for them to act sincerely by choosing their...

IN his classic novel, "Catch-22" (1961), Joseph Heller describes a thoroughly frustrating situation faced by a combat pilot in World War II. This is generalized to a "generic" 2x2 strict ordinal game, in which whatever strategy the column player chooses, the best response of the row player is to...

In the real world, when people play games, they often receive advice from those that have played it before them. Such advice can facilitate the creation of a convention of behavior. This paper studies the impact of advice on the behavior subjects who engage in a non-overlapping generational...

We study certain classes of supermodular and submodular games which are symmetric with respect to material payoffs but in which not all players seek to maximize their material payoofs. Specially, a subset of players have negatively interdependent preferences and care not only about their own...

The Ultimatum Game and the experiments surrounding it, have presented economists with a puzzle that they have struggled to explain. But as Robert Aumann has pointed out, while there may be only one sub-game perfect equilibrium to the Ultimatum Game, there are an infinite number of Nash...