We apply an indirect evolutionary approach to players' perceived prize valuations in contests. Evolution in finite populations leads to preferences that overstate the prize's material value and induce overexpenditure. We establish an equivalence between the behavior evolutionarily stable...

It is well known that the rock-paper-scissors game has no pure saddle point. We show that this holds more generally: A symmetric two-player zero-sum game has a pure saddle point if and only if it is not a generalized rock-paper-scissors game. Moreover, we show that every finite symmetric...

Experimental evidence suggests that people tend to be overconfident in the sense that they overestimate the accuracy of their own predictions. In this paper we present a simple principal-agent model in which principal's interest in dispersing risk motivates him to hire overconfident agents. We...

We investigate the differences and connections between discrete-space and continuous-space social interaction models. Although our class of continuous-space model has a unique equilibrium, we find that discretized models can have multiple equilibria for any degree of discretization, which...

This paper studies how constraints on the timing of actions affect equilibrium in intertemporal coordination problems. We show that while the possibility of waiting longer for others'’ actions helps agents to coordinate in the good equilibrium, the option of delaying one’s' actions harms...

Abstract Private military and security companies (PMSCs) have been gaining increasing media and scholarly attention particularly due to their indispensable role in the wars in Afghanistan 2001 and Iraq 2003. Nevertheless, theoretical insights into the agency problems inherent when hiring {PMSCs}...

In this paper we study a multi-stage elimination contest with non-sunk bids: differently from existing literature, we realize that when players are budget-constrained, they do not regard past bids as strategically irrelevant in their decision of how much to bid in following stages. This happens...

This note examines how the second chance, when provided to a disadvantaged player, can resolve the prisoner’s dilemma.

The replicator equation for a two person symmetric game, which has an interval of the real line as strategy space, is extended with a mutation term. Assuming that the distribution of the strategies has a continuous density, a partial differential equation for this density is derived. The...