This paper presents a principal-agent model where the agent has multiple, or imprecise, beliefs. We model this situation formally by assuming the agent's preferences are incomplete. One can interpret this multiplicity as an agent's limited knowledge of the surrounding environment. In this...

We test the effect of players' moods on their behavior in a gift-exchange game.In the first stage of the game, player 1 chooses a transfer to player 2.In the second stage, player 2 chooses an effort level.Higher effort is more costly for player 2, but it increases player 1's payoff.We say that...

This paper constructs an equilibrium model of entrepreneurial innovation where individuals differ in their attitude toward uncertainty.Unlike previous models of innovation, the firm-formation process is endogenous.An entrepreneur, who owns residual profits, utilizes an uncertain technology and...

We analyze a dynamic model of strategic interaction between a professional sport league that organizes a tournament, the teams competing to win it, and the broadcasters paying for the rights to televise it.Teams and broadcasters maximize expected profits, while the league's objective may be...

An investment bubble is a period of excessive, and predictably unpro…table, investment(DeMarzo, Kaniel and Kremer, 2007, p.737). Such bubbles most often accompany the arrival of some new technology, such as the tech stock boom and bust of the late 1990s and early 2000s. We provide a rational...

This paper considers a general equilibrium model in which the distinction between un-certainty and risk is formalized by assuming agents have incomplete preferences over state-contingent consumption bundles, as in Bewley (1986). Without completeness, individual decision making depends on a set...

We test the effect of players' moods on their behavior in a gift-exchange game. In the first stage of the game, player 1 chooses a transfer to player 2. In the second stage, player 2 chooses an effort level. Higher effort is more costly for player 2, but it increases player 1's payoff. We say...