Add to ORKGThe function that assigns to each matrix game (i.e., the mixed extension of a finite zero-sum two-player game) its value is axiomatized by a number of intuitive properties
Adding an additional degree of non-membership, K. T. Atanassov introduced the concept of the intuiti...
summary:The article gives an introduction into the game theory. It deals with simple matrix games. T...
AbstractLet A be the skew-symmetric matrix attached to a symmetric two-person zero-sum game G. Then ...
Zero-sum matrix games Game defined by matrix M: If P1 plays i and P2 plays j, P1 has rewardMi,j and ...
A brief resume of the role of linear utility functions in Game Theory is given. The point is made th...
In this monograph, the algebraic representation and the matrix approach are applied to study linear ...
In this monograph, the algebraic representation and the matrix approach are applied to study linear ...
The aim of this paper is to obtain algebrical expression for an arbitrary matrix game.Conditions for...
Abstract Suppose that we are given the payoff matrix for a game G of perfect information but with no...
We explain the concept and theory behind game theory and simulation. How game theory can be used to ...
Sudhölter P. Axiomatizations of game theoretical solutions for one-output cost sharing problems. Wor...
Hamiache's recent axiomatization of the well-known Shapley value for TU games states that the Shaple...
AbstractHamiache axiomatized the Shapley value as the unique solution verifying the inessential game...
In real-world, game theory has been found great success in solving competitive decision-making probl...
This chapter has two main goals: highlighting the connections between Stit logics and game theory an...
Adding an additional degree of non-membership, K. T. Atanassov introduced the concept of the intuiti...
summary:The article gives an introduction into the game theory. It deals with simple matrix games. T...
AbstractLet A be the skew-symmetric matrix attached to a symmetric two-person zero-sum game G. Then ...
Zero-sum matrix games Game defined by matrix M: If P1 plays i and P2 plays j, P1 has rewardMi,j and ...
A brief resume of the role of linear utility functions in Game Theory is given. The point is made th...
In this monograph, the algebraic representation and the matrix approach are applied to study linear ...
In this monograph, the algebraic representation and the matrix approach are applied to study linear ...
The aim of this paper is to obtain algebrical expression for an arbitrary matrix game.Conditions for...
Abstract Suppose that we are given the payoff matrix for a game G of perfect information but with no...
We explain the concept and theory behind game theory and simulation. How game theory can be used to ...
Sudhölter P. Axiomatizations of game theoretical solutions for one-output cost sharing problems. Wor...
Hamiache's recent axiomatization of the well-known Shapley value for TU games states that the Shaple...
AbstractHamiache axiomatized the Shapley value as the unique solution verifying the inessential game...
In real-world, game theory has been found great success in solving competitive decision-making probl...
This chapter has two main goals: highlighting the connections between Stit logics and game theory an...
Adding an additional degree of non-membership, K. T. Atanassov introduced the concept of the intuiti...
summary:The article gives an introduction into the game theory. It deals with simple matrix games. T...
AbstractLet A be the skew-symmetric matrix attached to a symmetric two-person zero-sum game G. Then ...