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   nash bargaining model 的翻译结果: 查询用时:0.179秒
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nash bargaining model
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  nash协商模型
     Finally,using Game theory and Nash Bargaining Model,we probes into the problem of income distribution of virtual enterprise under II-kind asymmetrical information,and brings forward a tactic of repetitious distribution by stage in virtual enterprise,and discusses how can confirm the parameter in the model.
     最后,利用博弈论和Nash 协商模型探讨了在II 类非对称信息下的虚拟企业收益分配问题,提出了虚拟企业的分阶段多次收益分配模型,并探讨了该模型中参数的确定。
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  “nash bargaining model”译为未确定词的双语例句
     DEA game is discussed through max-min DEA Nash Bargaining model.
     一、本文建立了Max-min DEA Nash讨价还价模型。
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     We use Nash Bargaining Model and its extended version to analyze this process.
     我们使用Nash谈判模型及其推广模型分析了这个过程。
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     The basic restriction condition is analyzed and the result is given out and discussed using Nash bargaining model and sealed offer bargaining strategy method under different information condition.
     文章分析了该机制的基本约束条件,并分别使用Nash公理化模型和密封出价协商策略模型对不同信息情况下的协商机制的结果进行了求解和讨论。
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     In the second part, we establish a long-run cooperative model of duopolistic markets which is based on the traditional Nash bargaining model. We define the long-run equilibrium of bargaining with threats, and prove that the bargaining value of long-run equilibrium pairs is unique.
     在第二部分中,我们建立了双头垄断市场长期合作模型,在传统Nash谈判模型基础上,加入讹诈因素,并定义了长期讹诈谈判均衡,证明其均衡态的存在性及谈判均衡值的唯一性。
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     Moreover, to resolve the problem how to divide the added profits, this paper used the theory of Parreto-Arrow risk aversion and Nash bargaining model.
     而SBR 的合约安排则未达到,特许双方可以通过合作来进一步提高他们的利润。 此外,本文还运用了帕累托—阿罗风险规避和纳什讨价还价理论,对因特许双方合作而新增的利润如何进行划分做了进一步的研究和讨论。
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     Nash.
     Nash得到的结果更接近试验值。
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     Nash and H. J.
     J.
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     The Nash-bargaining Solution of Finance Exchange
     融资互换的Nash谈判解
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     NECESSARY CONDITION FOR DYNAMIC NONSMOOTH NASH BARGAINING SOLUTION
     动态非光滑Nash协商解必要条件的研究
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     Bargaining in China
     在中国砍价
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  nash bargaining model
The one-shot negotiation between pairs of agents is drawn from the one step Nash bargaining model.
      
A Nash bargaining model of optimal CSA share price was applied to explain observed behavior.
      


The contract nature of the firm proves to be consistence with stakeholder theory. This implies that the firm is a re-bargaining mechanism. The stakeholders bargain for the ownership of the firm, and the outcome of the bargaining determines the governance of the firm. In this process, each party's utility payoffs corresponding to disagreement outcome, bargaining power and fear of disagreement are the key variables. We use Nash Bargaining Model and its extended version to analyze this process....

The contract nature of the firm proves to be consistence with stakeholder theory. This implies that the firm is a re-bargaining mechanism. The stakeholders bargain for the ownership of the firm, and the outcome of the bargaining determines the governance of the firm. In this process, each party's utility payoffs corresponding to disagreement outcome, bargaining power and fear of disagreement are the key variables. We use Nash Bargaining Model and its extended version to analyze this process. Our conclusion is that corporate governance is endogenous, each one is a special case, and one kind of governance pattern may not be universe. This conclusion has important legal implications.

企业的契约性与利益相关者理论具有一致性 ,它们都隐含了企业是一种再谈判机制。利益相关者对企业的所有权分配进行谈判 ,谈判结果决定出企业的治理结构。在这个过程中 ,各方的谈判破裂结果效用、谈判力和对谈判破裂的担心程度是关键变量。我们使用Nash谈判模型及其推广模型分析了这个过程。我们的结论是 ,企业治理结构是内生的 ,每个企业的治理结构都是特殊的个案 ,一种治理结构并不具有普适性。这个结论具有重要的立法含义。

This paper analyzes in detail the allocation of strategic alliance with the Nash bargaining model of game theory, gives out the allocation formula of n players in general, points out the accordance of the Nash solution and Rubinstein solution on the condition of discount coefficient δ =1. In view of the disagreement point, three kinds of affirmation methods were given out.

运用博弈论基本理论 ,通过纳什利益分配模型分析了战略联盟的分配问题 ,导出了 n个企业联盟时利益分配一般公式 ,指出纳什解与贴现因子 δ=1时鲁宾斯坦解的一致性。最后考察了协商点的 3种确定方法。

This paper firstly talk about the general condition for Pareto optimality in the VMI system where non-cooperation game occurs considering pricing, production capacity and raw material procurement. Secondly the feasible set for Pareto optimality based on the Stackelberg equilibrium is developed. Thirdly we proposed a Nash bargaining model that can realize the Pareto optimality for the manufacturer and all retailers. Lastly a numerical example is given to illustrate the theory that the cooperation makes...

This paper firstly talk about the general condition for Pareto optimality in the VMI system where non-cooperation game occurs considering pricing, production capacity and raw material procurement. Secondly the feasible set for Pareto optimality based on the Stackelberg equilibrium is developed. Thirdly we proposed a Nash bargaining model that can realize the Pareto optimality for the manufacturer and all retailers. Lastly a numerical example is given to illustrate the theory that the cooperation makes the enterprises' net profit increased significantly.

 首先讨论在考虑定价、生产能力和原料采购的VMI系统非合作博弈的基础上实现VMI系统Pareto最优的一般条件,其次给出了在Stackelberg博弈下的可行Pareto最优集问题,然后提出了实现生产商和定货商Pareto最优的Nash讨价还价模型,最后给出了算例加以说明合作给企业带来了较大的利润增加.

 
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