This paper explains how and why the Matching Auctions work better with Imperfect Financial Markets. We show that an efficient outsider can obtain a “good” project even if the insider has informational advantage.

We explore how models of boundedly rational decision-making in games can explain the overdissipation of rents in laboratory Tullock contest games. Using a new series of experiments in which group size is varied across sessions, we find that models based on logit choice organize the data well. In...

We consider implementation issues regarding two mechanisms that have been used to increase voter turnout in elections: fines and lotteries. We focus on the amount of the fine or lottery prize needed to achieve full participation. We then propose a combined, self-financing mechanism by which the...

We study Tullock's (1980) n-player contest when each player has an independent probability 0 p 2 individual equilibrium spending as a function of p is single-peaked and satisfies a single-crossing property for any two different numbers of potential players. However, total equilibrium spending...

We consider a Blotto Game with Incomplete Information. A pure-strategy symmetric monotonic Bayesian equilibrium is found and its properties are discussed. Key words: Blotto Game, Imperfect Information. Journal of Economic Literature Classification: C72, D72.

We consider Tullock’s contests with reimbursements. It turns out that the winner-reimbursed contest maximizes the net total spending while the loser-reimbursed contest minimizes the net total spending. We investigate properties of contests with reimbursements and compare them with the classic...