Results 161 to 170 of about 44,526 (216)
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Journal of the Operational Research Society, 1968
(1968). Theory of Games. Journal of the Operational Research Society: Vol. 19, No. 1, pp. 104-105.
D. A. Conway, A. Mensch
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(1968). Theory of Games. Journal of the Operational Research Society: Vol. 19, No. 1, pp. 104-105.
D. A. Conway, A. Mensch
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Nature, 1960
THEORY of games, and also theory of fair games, are well-known subjects, but a theory of good (or optimal) games does not seem to exist.
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THEORY of games, and also theory of fair games, are well-known subjects, but a theory of good (or optimal) games does not seem to exist.
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2012
We first define two-player zero-sum games, and show how to represent them with matrices. Pure and mixed strategies are defined. The representation of 2×2 games by diagram leads to the definition of saddle points. The generalization to 2×n games and m×2 games is followed by a discussion of general m×n games, and this leads naturally to solution by ...
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We first define two-player zero-sum games, and show how to represent them with matrices. Pure and mixed strategies are defined. The representation of 2×2 games by diagram leads to the definition of saddle points. The generalization to 2×n games and m×2 games is followed by a discussion of general m×n games, and this leads naturally to solution by ...
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The Incompleteness of Theories of Games
Journal of Philosophical Logic, 1998First, a few previously obtained results are stated dealing with general undecidability and incompleteness in axiomatized theories that range from the theory of finite sets to classical elementary analysis. Out of these results, several incompleteness theorems are proved for the theory of noncooperative games; in particular, it is shown tha there exist
Tsuji, Marcelo +2 more
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New Theory of Cooperative Games
Cybernetics and Systems Analysis, 2005zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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The Annals of Mathematics, 1953
Abstract : This paper develops in an abstract way the theory of infinite games. The kernel is replaced by an operator and the distributions by suitably chosen Banach spaces and the complete theory of the determiteness of a game is studied. Both weak and uniform upper and lower values are introduced and are related.
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Abstract : This paper develops in an abstract way the theory of infinite games. The kernel is replaced by an operator and the distributions by suitably chosen Banach spaces and the complete theory of the determiteness of a game is studied. Both weak and uniform upper and lower values are introduced and are related.
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1981
The theory of games deals with decision problems in situations where the outcome depends not merely on a decision taken by one person, but also on decisions of others, who might be deliberate or accidental, known or unknown opponents. Parlour games are an obvious model of such situations.
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The theory of games deals with decision problems in situations where the outcome depends not merely on a decision taken by one person, but also on decisions of others, who might be deliberate or accidental, known or unknown opponents. Parlour games are an obvious model of such situations.
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Evolution and the theory of games
Journal of Theoretical Biology, 1961The modern theory of evolutionary dynamics is founded upon the remarkable insights of R. A. Fisher and Sewall Wright and set forth in the loci classici The Genetical Theory of Natural Selection (1930) and ‘Evolution in Mendelian Populations’ (1931). By the time of the publication of Wright’s paper in 1931 all of the theory of population genetics, as it
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Game theory- about The Game of Nim
Advances in Education, Humanities and Social Science Research, 2023Game theory has been widely used in economic life, and has had an important impact on economic development. This paper will analyze and explain some basic internal logic of game theory through some concrete cases related to the Game of Nim. It is found that the strategies of some theoretical models in game theory can be applied to the real game of ...
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1975
The interdependence of firms in oligopolistic markets and the inherent uncertainty about competitors’ reactions to any course of action adopted by a firm cannot be analysed effectively by the traditional tools of economic theory.
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The interdependence of firms in oligopolistic markets and the inherent uncertainty about competitors’ reactions to any course of action adopted by a firm cannot be analysed effectively by the traditional tools of economic theory.
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