In many conflicts, protagonists commit resources that will not be returned. These situations, which often lead to apparently wasteful escalation, are well captured by the following "all-pay" auction. Two bidders bid repeatedly for a prize until one drops out. As usual the prize goes to the highest bidder but both bidders, the winner and the looser, pay their bids. Not only a process of escalation may be rational but it may be the only reasonable rational issue. We indeed prove that, if there is some uncertainty about the strength of the players, the only stable equilibrium may entail escalation. This result corroborates the idea that escalation is primarily a struggle to determine which player is the strongest one
When studying extensive-form games it is typically assumed that players make their decisions individ...
We study equilibrium in a multistage race in which players compete in a sequence of simultaneous mov...
We propose an elementary theory of wars fought by fully rational contenders that features three of t...
In many conflicts, protagonists commit resources that will not be returned. These situations, which ...
Escalation is a typical feature of infinite games. Therefore tools conceived for studying infinite m...
International audienceWe study a new application of coinduction, namely escalation which is a typica...
International audienceEscalation is the fact that in a game (for instance an auction), the agents pl...
We characterize the unique Markov perfect equilibrium of a tug-of-war without exogenous noise, in wh...
The aim of this paper is to analyze bidders’ behavior, comparing individuals and groups’ decisions w...
The paper examines the behavior of two agents who need to make a joint decision but they have confli...
Auction games have been relatively neglected by empirical researchers in spite of their apparent rel...
Even with complete information, two-person bargaining can generate a large number of equilibria, in...
We first consider the Nash equilibria for the two-player normal-form war of attrition, which is equi...
We characterize the unique Markov perfect equilibrium of a tug-of-war without exogenous noise, in wh...
Even with complete information, two-person bargaining can generate a large number of equilibria, inv...
When studying extensive-form games it is typically assumed that players make their decisions individ...
We study equilibrium in a multistage race in which players compete in a sequence of simultaneous mov...
We propose an elementary theory of wars fought by fully rational contenders that features three of t...
In many conflicts, protagonists commit resources that will not be returned. These situations, which ...
Escalation is a typical feature of infinite games. Therefore tools conceived for studying infinite m...
International audienceWe study a new application of coinduction, namely escalation which is a typica...
International audienceEscalation is the fact that in a game (for instance an auction), the agents pl...
We characterize the unique Markov perfect equilibrium of a tug-of-war without exogenous noise, in wh...
The aim of this paper is to analyze bidders’ behavior, comparing individuals and groups’ decisions w...
The paper examines the behavior of two agents who need to make a joint decision but they have confli...
Auction games have been relatively neglected by empirical researchers in spite of their apparent rel...
Even with complete information, two-person bargaining can generate a large number of equilibria, in...
We first consider the Nash equilibria for the two-player normal-form war of attrition, which is equi...
We characterize the unique Markov perfect equilibrium of a tug-of-war without exogenous noise, in wh...
Even with complete information, two-person bargaining can generate a large number of equilibria, inv...
When studying extensive-form games it is typically assumed that players make their decisions individ...
We study equilibrium in a multistage race in which players compete in a sequence of simultaneous mov...
We propose an elementary theory of wars fought by fully rational contenders that features three of t...