Results 271 to 280 of about 13,170,116 (306)
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The Fundamentals of Non-cooperative Games
2018Game (boyi in Chinese) means playing chess in ancient China. Nowadays, it is mainly about choosing the most advantageous plan of action given the effect the opponent has on us. The theory on the study of games is called game theory.
Shaorong Sun, Na Sun
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1997
In Chapter 9 we saw that the pure strategy solution of a non-cooperative game may not exist. In such a case a player benefits from knowing his opponent’s strategy. It is suggested that players should play the game like a lottery, with probabilities attached to the strategies so that no player is certain about his rival’s strategy.
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In Chapter 9 we saw that the pure strategy solution of a non-cooperative game may not exist. In such a case a player benefits from knowing his opponent’s strategy. It is suggested that players should play the game like a lottery, with probabilities attached to the strategies so that no player is certain about his rival’s strategy.
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Dimensionality reduction as a non-cooperative game
2023 International Conference on Artificial Intelligence in Information and Communication (ICAIIC), 2023Hirotada Honda +4 more
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Multidimensional Non-Cooperative Games
2017This paper tries to applying a new multidimensional graphical approach in the doctoral thesis entitled "Non-Cooperative Games" by Professor John Forbes Nash, Jr. We are using a new multidimensional coordinate space approach to visualize the full model of non-cooperative games in the same graphical space and time under infinity equilibrium points ...
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1999
An n-person game in strategic (or normal) form. If all the strategy sets S i have a finite number of elements, the game is called finite. Definition of a pure strategy Nash equilibrium for an n-person game. Sufficient conditions for the existence of a pure strategy Nash equilibrium. (There will usually be several Nash equilibria.)
Knut Sydsæter, Arne Strøm, Peter Berck
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An n-person game in strategic (or normal) form. If all the strategy sets S i have a finite number of elements, the game is called finite. Definition of a pure strategy Nash equilibrium for an n-person game. Sufficient conditions for the existence of a pure strategy Nash equilibrium. (There will usually be several Nash equilibria.)
Knut Sydsæter, Arne Strøm, Peter Berck
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Cooperative and Competitive Multi-Agent Systems: From Optimization to Games
IEEE/CAA Journal of Automatica Sinica, 2022Yang Tang, Jiapeng Xu, Jürgen Kurths
exaly
Non-Cooperative Games with Chained Confirmed Proposals [PDF]
, 2010 We propose a bargaining process with alternating proposals as a way of solving non-cooperative games, giving rise to Pareto-efficient agreements which will, in general, differ from the Nash equilibrium of the original games.
ATTANASI, GIUSEPPE +3 more
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Non—Cooperative Differential Games
1974Here we shall consider non-cooperative play in the sense of Nash. Again, we shall restate the definitions and results of Chapter 1 as they apply to the situation discussed in Chapter 2.
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