博弈
- 与 博弈 相关的网络解释 [注:此内容来源于网络,仅供参考]
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Bequest games
遗产博弈
Bellman equation 贝尔曼方程 | Bequest games 遗产博弈 | Bertrand games 伯川德博弈
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gambling
博弈业
"9103","博物馆,历史遗址及其他类似机构","Museums, Historical Sites and Other Similar Institutions" | "92","博弈业","Gambling " | "920","博弈业","Gambling "
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Games
博弈
"博弈生态"则是一个更大的行为系统,由两个或两个以上独立而相互影响的博弈方组成,其基本的要素为博弈 (games)、局中人(player)、规则和策略. 美国学者威廉?杜顿曾以博弈生态为框架分析过美国电信政策的形塑过程,
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matrix game
矩阵博弈
此外,随机博弈是两种类型决策过程的交集,即马尔科夫决策过程(Markov Decision Process)和矩阵博弈(Matrix Game),如图3所示. 一个马尔科夫决策过程是随机博弈的一种特殊情况;而一个矩阵博弈是只有一种状态的随机博弈.
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game pay-off matrix
博弈支付矩阵
game of two cars 两辆车的对策 | game pay-off matrix 博弈支付矩阵 | game playing 博弈
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zero sum two person game
两人零和对策,零和二人博弈
zero-sum game 零和博弈,零和对策 | zero-sum two-person game 两人零和对策,零和二人博弈 | zero-surface 零面
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two person game; two-person game
双人博弈
开型博弈 open game | 双人博弈 two person game; two-person game | 公平博弈 fair game
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value of a game
博弈的值
博弈的解 solution of game | 博弈的值 value of a game | 博弈机 game machine
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zero-sum game; zero sum game; zerosum game
零和博弈
零和博弈 zero-sum game; zero sum game; zerosum game | 开型博弈 open game | 双人博弈 two person game; two-person game
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Zero-sum game
零和游戏,零和博弈
零和游戏/零和博弈(zero sum game)指参与博弈的各方,在严格竞争下,一方的收益必然意味着另一方的损失,博弈各方的收益和损失相加总和永远为"零". 双方不存在合作的可能.
- 推荐网络解释
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colonial rule:殖民统治
colonial protectorate;殖民保护地;殖民被保护国;; | colonial rule;殖民统治;; | Colonial Secretary;辅政司;;
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matrimonial agency:婚姻介绍所
21 deep love 深沉的爱情 | 22 matrimonial agency 婚姻介绍所 | 23 lover,sweetheart 情人
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VRS:abbr. visiting reseearch scholar; 研究学者