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1)  n-person non-cooperation game
n-人非合作博弈
2)  N-person non-cooperative condition game
N人非合作条件博弈
1.
Nash Equilibrium in Expectation of n-person Non-cooperative Condition Games under Greatest Entropy Criterion;
极大熵准则下n人非合作条件博弈的期望Nash均衡
2.
For study how putting environment to rational use,we define a new game,N-person non-cooperative condition game,and give its algorithm.
为了研究如何合理地利用公共环境,定义了一种新的博弈———N人非合作条件博弈,并给出了它的求解方法。
3)  n-person cooperative games
n人合作博弈
4)  non-cooperative game
非合作博弈
1.
A power control algorithm based on non-cooperative game in cognitive radio;
认知无线电中基于非合作博弈的功率控制算法
2.
Fuzzy construction of non-cooperative game and its application;
非合作博弈模型的模糊构建与应用
3.
Based on the non-cooperative game,a payoff function is defined,which would provide a minimum signal interference ratio(SIR)for each user and consider the CCI from other cells.
基于非合作博弈理论,给出既可以保证每个用户信干比最小又考虑其他小区同信道干扰的效用函数。
5)  non-cooperation game
非合作博弈
1.
Secondly,the non-cooperation game model of manufacture information work using the classics non-cooperation game models of the common article was established,such as Prisoners Dilemma,Boxed Pigs and Chicken Game,then three problems influencing information-oriented work in enterprises was concluded.
分析了制造企业信息标准化工作的四种博弈性质,借鉴博弈论中解决"公共物品供给"典型的非合作博弈模型(囚徒、智猪和斗鸡),建立了制造信息标准化工作非合作博弈模型,找出了影响企业信息化工作的三类问题。
2.
As viewed from customer competition requirements,a non-cooperation game model for multiple design task schedule is presented for the goal of minimized time of each design task submitted by the corresponding customer.
从客户竞争需求的角度出发,以提交的设计任务各自的设计时间最短为调度目标,采用博弈理论,提出并构建了一种面向多设计任务的非合作博弈调度模型。
3.
These collective actions based on non-cooperation game logically reflect the realities of public administration.
这种非合作博弈下的集体行动逻辑反映在公共事务管理现实中可能会出现公共产品供给短缺、公共资源利用无度、公共秩序混沌无序、公共组织效率缺失、公共政策执行失范等诸多问题。
6)  non-cooperative game theory
非合作博弈
1.
After defining concepts of brittleness,brittle link entropy,and basic element,non-cooperative game theory and its usefulness in research on the brittleness of a complex system were explored.
定义了脆性、子系统间的脆性联系熵等概念,并将非合作博弈理论和方法引入到复杂系统脆性的研究中。
补充资料:非想非非想处天
1.佛教语。即三界中无色界第四天。此天没有欲望与物质﹐仅有微妙的思想。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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