This paper introduces n-body games, a new compact game-theoretic representation which permits a wide variety of game-theoretic quantities to be efficiently computed both approximately and exactly. This representation is useful for games which consist of choosing actions from a metric space (e.g., points in space) and in which payoffs are computed as a function of the distances between players ’ action choices. 1
We consider the following abstraction of competing publications. There are n players in the game. Ea...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
Abstract—A two-player game given in the normal form of payoff matrix may be alternatively viewed as ...
Anyone with a knowledge of basic mathematics will find this an accessible and informative introducti...
The traditional definitions and representation of both simultaneous and sequential games have been s...
Computation A proliferation of compact representation schemes have been been proposed for various cl...
ABSTRACT function is a function which estimates what resulting value Two-person, perfect information...
This monograph develops a method of creating convenient coordinate systems for game theory that will...
Beaud J-P. Antagonistic properties and n-person games. Working Papers. Institute of Mathematical Eco...
AbstractConway’s theory of partizan games is both a theory of games and a theory of numbers. An exte...
<p>Geometrical distribution of items whose cross-links represent their distances to every person in ...
We characterize the countable dimensionality of metric spaces in terms of a game-theoretic version o...
The objective of this paper is to present a new representation for games with more than two players....
In this research a mathematical, symmetric n-player game model, based on chess is designed. Symmet...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
We consider the following abstraction of competing publications. There are n players in the game. Ea...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
Abstract—A two-player game given in the normal form of payoff matrix may be alternatively viewed as ...
Anyone with a knowledge of basic mathematics will find this an accessible and informative introducti...
The traditional definitions and representation of both simultaneous and sequential games have been s...
Computation A proliferation of compact representation schemes have been been proposed for various cl...
ABSTRACT function is a function which estimates what resulting value Two-person, perfect information...
This monograph develops a method of creating convenient coordinate systems for game theory that will...
Beaud J-P. Antagonistic properties and n-person games. Working Papers. Institute of Mathematical Eco...
AbstractConway’s theory of partizan games is both a theory of games and a theory of numbers. An exte...
<p>Geometrical distribution of items whose cross-links represent their distances to every person in ...
We characterize the countable dimensionality of metric spaces in terms of a game-theoretic version o...
The objective of this paper is to present a new representation for games with more than two players....
In this research a mathematical, symmetric n-player game model, based on chess is designed. Symmet...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
We consider the following abstraction of competing publications. There are n players in the game. Ea...
Abstract. We consider a natural way of extending the Lebesgue covering dimension to various classes ...
Abstract—A two-player game given in the normal form of payoff matrix may be alternatively viewed as ...
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