In many contests, a participant’s choices can influence the value of the prize on offer. However, in the standard contest model, the value of the prize is exogenous and participants have discretion only over the effort they exert. This paper proposes a new type of N -player contest in which...

We develop a model of contests on networks. Each player is “connected” to a set of contests and exerts a single effort to increase the probability of winning each contest to which she is connected. We characterize equilibria under the Tullock contest success function and explore how behavior...

We study contests in which the prize depends on the number of participants, and show that equilibrium effort can be increasing, decreasing, or non-monotonic in the number of participants. This contrasts with the standard result for contests with fixed prizes in which effort is decreasing in the...

In this paper, we investigate behavior in two-player sequential-move contests with complete and incomplete information about the value of the prize, theoretically and experimentally. First, we describe a Bayesian equilibrium of a sequential contest in which both players have private prize...

We consider a dynamic auction environment with a long-lived seller and short-lived buyers mediated by a third party. A mediator has incomplete information about traders' values and selects an auction mechanism to maximize her expected revenue. We characterize mediator-optimal mechanisms and show...