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bargaining problem
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  讨价还价
     Game Analysis on Collective-Choice Problem and Bargaining Problem of Virtual Organization
     虚拟组织集体选择与讨价还价问题博弈分析
短句来源
     This paper gives the Bayesian collective-choice problem and Bayesian bargaining problem of the virtual organization through analyzing the context from which virtual organization arise.
     提出了虚拟组织的贝叶斯集体选择问题和贝叶斯讨价还价问题,指出了合作伙伴在虚拟组织中的相关策略;
短句来源
     This paper, based on the analytic framework of the economic theory of regulation, proposes a bargaining problem model by introducing game theory into public participation.
     本文基于规制经济理论的分析框架,运用博弈论模拟了公众参与价格规制的讨价还价过程。
短句来源
  协商问题
     This paper investigates the property of two kinds of famous bargaining solution--Nash bargaining solution and Kalai - Smorodinsky bargainingsolution as functions about conflict point. Continuity monotonicity and convexity of the functions about conflict point are proven, and sensitivity's formula of calculation is given for a small bargaining problem family.
     本文探讨了两类著名的协商解——Nash解与Kalai—Smorodinsky解作为冲突点的函数的性质,证明它们关于冲突点皆具有连续性、单调性和某种凸性,并针对一个较小的协商问题类给出了其灵敏度计算公式.
短句来源
  谈判问题
     Mathematical Modeling of the Bargaining Problem
     谈判问题的数学模型
短句来源
     This paper deals with Mathematical Modeling of the Bargaining problem. The Bargaining model of Cooperative game, especially Nash′s Axioms and Nash′s bargaining theorem are introduced.
     本文介绍了对策论中关于谈判问题的部分数学理论 ,简要介绍了Nash仲裁公理和Nash谈判定理 .
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  “bargaining problem”译为未确定词的双语例句
     With the utility functions constructed, negotiators could get further analysis using the model of bargaining problem, such as Nash’s bargaining theorem, Zeuthen principles, etc.
     谈判者利用构造的效用函数,可以引入有关谈判分析的模型进行进一步的分析,如Nash’s谈判公理、Zeuthen让步分析原理等。
短句来源
     In this paper, dynamic nonsmooth bargaining problem is considered through an axiomatic approach in detail. Necessary condition for its Nash bargaining solution is established by the theory of nonsmooth analysis, and the strict mathematical proof is given.
     本文利用非光滑分析理论,采用公理化方法研究了非光滑情形下的动态协商对策问题,给出其Nash协商解的必要条件,并给予了严格的数学证明.
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  bargaining problem
We study the one-seller/two-buyer bargaining problem with negative identity-dependent externalities with an alternating offer bargaining model in which new owners of the object have the opportunity of resale.
      
On arguments from self-interest for the Nash solution and the Kalai egalitarian solution to the bargaining problem
      
First, it is shown that the proposed extension is a mathematical generalization of Nash's bargaining problem.
      
An extension of the Nash bargaining problem and the Nash social welfare function
      
Its solution to the bargaining problem is essentially economic, since invariant utility functions based on economic factors alone determine the outcome.
      
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In this paper,the authors give a brief elucidation about researches on bargaining problems,especially the relationship between bargaining theory and economic theory.Chiefly,by means of axiomatic approach the authors introduce the development and results about bargaining theory,including bargaining problems with n(or multi-) persons and analysis on the risk of bargaining problems. The main outline of bargaining theory is also drawn by strategic approach. In addition, some comments...

In this paper,the authors give a brief elucidation about researches on bargaining problems,especially the relationship between bargaining theory and economic theory.Chiefly,by means of axiomatic approach the authors introduce the development and results about bargaining theory,including bargaining problems with n(or multi-) persons and analysis on the risk of bargaining problems. The main outline of bargaining theory is also drawn by strategic approach. In addition, some comments on status quo and perspective about the bargaining theory are made.

本文对协商问题的研究,特别对其与经济理论的联系作了一个简要的说明,重点按照公理形式探讨了协商理论的发展及其成果,并对协商问题在多人情形下的推广和关于协商问题风险性分析等都作了一些介绍。本文还对策略形式探索协商理论的主要发展“轮廓”作了描述。对有关协商理论各分支的研究现状和动态亦作了些评述。

This paper investigates the property of two kinds of famous bargaining solution--Nash bargaining solution and Kalai - Smorodinsky bargainingsolution as functions about conflict point. Continuity monotonicity and convexity of the functions about conflict point are proven, and sensitivity's formula of calculation is given for a small bargaining problem family.

本文探讨了两类著名的协商解——Nash解与Kalai—Smorodinsky解作为冲突点的函数的性质,证明它们关于冲突点皆具有连续性、单调性和某种凸性,并针对一个较小的协商问题类给出了其灵敏度计算公式.

The aim of this paper is to give a survey on several well-know compromise values in cooperative game theory and its applications.Special attention is paid to the τ-value for TU-games, the Raiffa-Kalai-Smorodinsky solution for bargaining problems and the compromise value for NTU-games.

本文全面描述了几种熟知的合作对策理论中的妥协值及其应用.特别介绍了TU-对策的τ-值、谈判问题的Raifa-Kalai-Smorodinsky解、NTU-对策的妥协值

 
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