Zero-sum games with incomplete information are formulated as linear programs in which the players' behavioral strategies appear as primal and dual variables. Known properties for these games may then be derived from duality theory
International audienceIn games with incomplete information, the players' states of information may b...
Includes bibliographical references (page 61)This paper is a study of the related mathematical subje...
We explain the concept and theory behind game theory and simulation. How game theory can be used to ...
International audienceZero-sum games with incomplete information are formulated as linear programs i...
International audienceThis paper gives the LP formulation for finite zero sum games with incomplete ...
Scholz RW. Sequential two person zero sum games with incomplete information and incidental sequence ...
The recursive formula for the value of the zero-sum repeated games with incomplete information on bo...
Koller, Megiddo and von Stengel showed how to efficiently compute minimax strategies for two-player ...
Using the duality techniques introduced by De Meyer (Math Oper Res 21:209–236, 1996a, Math Oper Res ...
Duality and optimal strategies in the finitely repeated zero-sum games with incomplete information o...
URL des Cahiers :<br />http://mse.univ-paris1.fr/MSEFramCahier2005.htmCahiers de la Maison des Scien...
International audienceWe present a simple projection-free primal-dual algorithm for computing approx...
In this paper, we introduce plan-time sufficient statistics, representing probability distributions ...
In 1951, Dantzig showed the equivalence of linear programming problems and two-person zero-sum games...
International audienceWe study zero-sum games with incomplete information and analyze the impact tha...
International audienceIn games with incomplete information, the players' states of information may b...
Includes bibliographical references (page 61)This paper is a study of the related mathematical subje...
We explain the concept and theory behind game theory and simulation. How game theory can be used to ...
International audienceZero-sum games with incomplete information are formulated as linear programs i...
International audienceThis paper gives the LP formulation for finite zero sum games with incomplete ...
Scholz RW. Sequential two person zero sum games with incomplete information and incidental sequence ...
The recursive formula for the value of the zero-sum repeated games with incomplete information on bo...
Koller, Megiddo and von Stengel showed how to efficiently compute minimax strategies for two-player ...
Using the duality techniques introduced by De Meyer (Math Oper Res 21:209–236, 1996a, Math Oper Res ...
Duality and optimal strategies in the finitely repeated zero-sum games with incomplete information o...
URL des Cahiers :<br />http://mse.univ-paris1.fr/MSEFramCahier2005.htmCahiers de la Maison des Scien...
International audienceWe present a simple projection-free primal-dual algorithm for computing approx...
In this paper, we introduce plan-time sufficient statistics, representing probability distributions ...
In 1951, Dantzig showed the equivalence of linear programming problems and two-person zero-sum games...
International audienceWe study zero-sum games with incomplete information and analyze the impact tha...
International audienceIn games with incomplete information, the players' states of information may b...
Includes bibliographical references (page 61)This paper is a study of the related mathematical subje...
We explain the concept and theory behind game theory and simulation. How game theory can be used to ...