منابع مشابه
The Non-Constant-Sum Colonel Blotto Game
We have benefited from the helpful comments of Dan Kovenock, Wolfgang Leininger, and participants in the presentation at the CESifo Summer Institute Workshop on Advances in the Theory of Contests and its Applications. Brian Roberson Miami University, Department of Economics, Richard T. Farmer School of Business, 208 Laws Hall, Oxford, OH 45056-3628 USA t: 513-529-0416, f: 513-529-8047, E-mail: ...
متن کاملGeneralized Colonel Blotto Game
Competitive resource allocation between adversarial decision makers arises in a wide spectrum of realworld applications such as in communication systems, cyberphysical systems security, as well as financial, political, and electoral competition. As such, developing analytical tools to model and analyze competitive resource allocation is crucial for devising optimal allocation strategies and ant...
متن کاملThe Asymmetric Colonel Blotto Game
This paper explores the Nash equilibria of a variant of the Colonel Blotto game, which we call the Asymmetric Colonel Blotto game. In the Colonel Blotto game, two players simultaneously distribute forces across n battlefields. Within each battlefield, the player that allocates the higher level of force wins. The payoff of the game is the proportion of wins on the individual battlefields. In the...
متن کاملA Colonel Blotto Gladiator Game
We consider a stochastic version of the well-known Blotto game, called the gladiator game. In this zero-sum allocation game two teams of gladiators engage in a sequence of one-to-one fights in which the probability of winning is a function of the gladiators’ strengths. Each team’s strategy consist the allocation of its total strength among its gladiators. We find the Nash equilibria and the val...
متن کاملA Stochastic Version of Colonel Blotto Game
We consider a stochastic version of the well-known Blotto game, called the gladiator game. In this zero-sum allocation game two teams of gladiators engage in a sequence of one-to-one fights in which the probability of winning is a function of the gladiators’ strengths. Each team’s strategy consist the allocation of its total strength among its gladiators. We find the Nash equilibria and the val...
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ژورنال
عنوان ژورنال: Economic Theory
سال: 2011
ISSN: 0938-2259,1432-0479
DOI: 10.1007/s00199-011-0673-z