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cooperative games
相关语句
  合作对策
     EXISTENCE THEOREMS OF RANDOM NASH EQUILIBRIUMPOINT FOR NONCOOPERATIVE GAMES
     非合作对策的随机Nash平衡点存在性定理
短句来源
     Shapley value for fuzzy cooperative games
     模糊合作对策的Shapley值
短句来源
     The Application of Cooperative Games Method
     合作对策方法在确定组合预测权系数中的应用
短句来源
     Let G" be the set of all n-person cooperative games. This paper finds a real value func-tion L (v)defined on G", which satisfies the condition that v is a θ-game if and only if it has the best solution and θ∈ [0, min{1, L (v)}]
     设Gn为全体n人合作对策的集合。 本文找到一个定义在Gn上的实值函数L(v),使得v是θ对策[1]的充要条件是v有一个最优解且θ∈[0,min{1,L(v)}]。
短句来源
     A Note on Monotonic Core Allocation Principles about Dynamic Cooperative Games
     动态合作对策的单调核心分配原则
短句来源
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  合作博弈
     Cooperative Games and Optimization of Transportation Systems
     合作博弈与运输优化
短句来源
     Cost Allocation Methods Based on Cooperative Games
     关于成本分摊的合作博弈方法
短句来源
     1. Dynamic cooperative game theory is one of the most important three directions in w-persons cooperative games, it's a difficult problem also.
     1. 动态联盟博弈理论研究是n人合作博弈理论研究的三个重要方向之一,同时又是一个重点和难点问题。
短句来源
     Transmission Losses Allocation Using the Owen Value of Cooperative Games
     基于合作博弈Owen值的输电损耗分摊
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     Generally, PA management can be represented as n-person cooperative games with several resolution methods including Nash equilibrium, Shapley value and Nucleolus.
     一般地 ,自然保护区可以描述为n人博弈 ,能够通过Nash均衡和n人合作博弈的Shapley值以及核仁 (Nucleolus)等方法求解。
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  “cooperative games”译为未确定词的双语例句
     On Aspiration Solutions in Predicting Coalition Formation in Cooperative Games
     On Aspiration Solutions in Predicting Coalition Formationin Cooperative Games
短句来源
     Set SK axiom of dynamic cooperative games.
     提出了动态联盟博弈的SK公理,证明了每个博弈具有SK公理意义下的唯一解。
短句来源
     The paper analysis the cooperative games phenomena in the Chinese stocks and colour TV competitive sale in recent years and point out whether understanding the "Core" and "Kernel" of the cooperative games is the key for the benefits.
     本文分析了近年来中国证券业和彩电行业中所进行的合作博奕现象,指出局中人能否掌握住合作博奕的核心(core)和核(Kernel)是其最终获益的关键。
短句来源
     :The paper analysis the cooperative games phenomena in the Chinese stocks and colour TVcompetitive sale in recent years and point out whether understanding the”Core”and”Kernel”of thecooperative games is the key for the benefits.
     摘要:本文分析了近年来中国证券业和彩电行业中所进行的合作博奕现象,指出局中人能否掌握住合作博奕的核心(core)和核(Kernnel)是其最终获益的关键。
     Prove the SK value is the only solution in dynamic cooperative games with SK axiom.
     讨论了SK值的有关性质。
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  cooperative games
On aspiration solutions in predicting coalition formation in cooperative games
      
It matches cooperative games far better than the classical characteristic function and is useful in reducing the number of decisions that can be used as the unique solution of a game.
      
Finite cooperative games with a parametric concept of equilibrium under uncertainty conditions
      
Three behavioral rules embodied in three different cooperative games are discussed in this paper and a methodology for predicting the coalition structures that would result from each of these is offered.
      
This result is similar to that ofAumann for cooperative games without side payments.
      
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A minimal variance cooperative game was considered in this paper. The analytical solution in special cases was obtained. The pole placement problem was also discussed.

本文讨论了最小方差合作对策,得到了解析解。讨论了解的各种特殊情况和极点配置问题。

Multi-objective Nash bargaining theory, as an extension of Nash bargaining game theory, is discussed for the many-person decision analysis with multi- objective characterized by non-coalitional cooperative games and it is based on the combination of multiattribute utility theory with game theory. The description of multi-objective is introduced to the model. In addition to the properties of Nash bargaining game solution, the reasonableness of multi-obj-ective decision theory in the sense of...

Multi-objective Nash bargaining theory, as an extension of Nash bargaining game theory, is discussed for the many-person decision analysis with multi- objective characterized by non-coalitional cooperative games and it is based on the combination of multiattribute utility theory with game theory. The description of multi-objective is introduced to the model. In addition to the properties of Nash bargaining game solution, the reasonableness of multi-obj-ective decision theory in the sense of noninferiority exists for the multi-obje-ctive Nash bargaining game solution. The mult-objective Nash bargaining game model and interactive decision analysis system for analyzing the investment decision about coordinated deve-lopment between rural and urban economies are built up. The situational ass-umption and parameters are given by decision makers with user's interface. The model is identified and generated automatically, then the solution is ob-tained, so the interactive process is being carried out until the satisfactory result is gotten.

对于具有非结盟合作对策特征的多人多目标决策问题,本文首先讨论了 Nash协商对策理论的推广结果——多目标Nash 协商对策理论.它是基于多属性效用理论与对策论的有机结合.在模型中引入了多目标的描述.它的解除了保持原 Nash协商对策解的所有性质之外.还具有多目标决策非劣解意义下的合理性.建立了城乡经济协调发展投资决策分析的多目标Nash 协商对策模型和相应的人机交互式决策分析系统.通过人机交互介面,决策者设定有关情景和参数.系统自动识别,同时生成相应协商对策模型并求解,这种交互过程可一直进行到决策者满意为止.

The nucleolus introduced by Schmeider[1] is an important solution concept of n-person cooperative games. This paper gives a new algorithm to calculate the nucleolus. It is based on the lexicographic center defined by Maschler, Feleg and Shapley[4]. Using the same sequence as in the definition of the lexicographic center, we first getεi and an optimal extreme point by solving a linear program. This extreme point is subsequently improved upon by a sequence of linear programs derived from Kohlberg's Theorem...

The nucleolus introduced by Schmeider[1] is an important solution concept of n-person cooperative games. This paper gives a new algorithm to calculate the nucleolus. It is based on the lexicographic center defined by Maschler, Feleg and Shapley[4]. Using the same sequence as in the definition of the lexicographic center, we first getεi and an optimal extreme point by solving a linear program. This extreme point is subsequently improved upon by a sequence of linear programs derived from Kohlberg's Theorem ([8] Theorem 2). The corresponding ∑i is then determined. The (∈i, ∑i), i= 1,2,…) … thus obtained are accompanied by a sequence of points converging to the nucleolus. It is proved that the sequence contains (2N-2)2/2 points at most.

本文采用Maschler, Peleg和Shaply,[4]所给核仁的等价定义。用与此定义相同的递归顺序,先通过解一线性规划问题求出(ε~i,Σ_i)中的ε~i和达到这一最优值的最优极点解。再以这一点为起点,以Kohlberg定理([8] Theorem2)为基础,建立一个线性规划问题,求它的最优极点解,反复迭代计算,最后求出Σ_(io)这样,就求出了(ε~i,Σ_i)(i=1,2,…,τ)和达到这一结果的相应点列。这个点列收敛到核仁,点列中地多有(2~n-2)~2/2个点。

 
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