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- static customs game theory 静态关税博弈
- From utility theory and game theory educes user trip route selection demand in both static and dy-namic cases. 运用效用理论和博弈论分别提出了静态条件和动态条件下用户出行路径选择需求。
- But game theory has inherent limits. 但博弈论有其固有的限制。
- What is Game Theory Trying to Accomplish? 博弈论的目标?
- By establishing the static game theory models based on whole information, the paper validates the "tragedy of commons" about transportation. 摘要通过建立基于完全信息条件下的静态博弈模型，验证了交通公共资源利用方面常出现的问题。
- Economic Game Theory: A New Type of Economic Dialectic Logic? 经济博弈论:经济辩证逻辑的一个新类型?
- How To Break through The Dilemma of Boxed Pigs in Game Theory? 如何打破智猪博弈的困境?
- Publiclyavailable solutions for AN INTRODUCTION TO GAME THEORY. 奥斯本教授的博弈入门答案。
- This course offers an introduction to noncooperative game theory. 本课程提供了非合作赛局理论的介绍。
- It is a conundrum in game theory known as a prisoner's dilemma. 这在搏弈理论中被称做囚徒的困境。
- Despite that, the custom game experience of Demigod has remained an exercise in frustration. 尽管如此，半神的自定义游戏的体验却一直在沮丧中训练。
- This paper introduces Cournot model and the static game theory of complete information, and analyzes the proper output for the generating corporations with the optimum target function. 采用经济学上的古诺模型，用完全信息静态博弈的方法，引入最优化目标函数，分析了发电厂商的最优发电量。
- Game theory can be applied to economics, sociology, and military tactics. 博奕论可适用于经济学、社会学和军事战略上。
- Game theory is adopted and AJ model is used as the basis of the research. 双寡头在生产市场上竞争，而在研发活动上可选择合作或不合作。
- Most economic behavior can be viewed as special cases of game theory. 大多数经济行为都可以看作博弈论的一个特殊案例。
- Robert Gibbons (1992): A rimer in game theory, New York : Harvester Wheatsheaf. 中译本：吉本斯：博弈论基础，高峰译，魏玉根校，中国社会科学出版社1999年。
- By game theory theory knowable, be not synergic rich to weichi is inefficient. 经济全球化促使世界经济高度相关 ,因而一国的经济决策难以孤立于世界其他国家的经济政策之外。由博弈论理论可知 ,非协作博弈是低效率的。在经济全球化的背景下 ,经济政策的国际协调尤显重要。
- complete information static game theory 完全信息静态博弈
- Hungarian-born American mathematician who contributed to the game theory and cybernetics. 诺尔曼，约翰·冯1903－1957匈牙利裔美国数学家，他致力于研究过程论和控制论，并有相当贡献
- In the view of the Game Theory, the counterwork of aviation and submarine is a two-person zero-sum game. 从对策论的角度看，航空兵与潜艇的对抗实质是一种二人有限零和对弃。
