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A Game Theoretical Analysis of Cooperation and Coalition Formation

A Game Theoretical Analysis of Cooperation and Coalition Formation
合作与联盟形成的博弈论分析
批准号:
13630009
负责人:
OKADA Akira
金额:
$1.92万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Scientific Research (C)
财政年份:
2001
资助国家:
日本
项目状态:
已结题
起止时间:
2001 至 2003

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中文摘要
翻译
本研究的目的是运用博弈论中的新方法,探讨追求自身价值的经济主体之间自愿合作和联盟形成的条件和机制。本研究包括以下三个主题:自愿合作与联盟形成。(1)合作与联盟形成的非合作议价模型我们提出了一个一般n人战略博弈的非合作顺序议价模型,其中一组参与者的合作可能会对其他参与者产生外部性。我们首先定义一个n人策略博弈的核心概念,叫做纳什核心。纳什核心是一种关于收益分配有效性的新概念,它基于这样一种观点,即当一个联盟形成时,恭维联盟的回应应该与他们谈判的纳什议价方案一致。证明了当且仅当博弈的纳什议价解属于纳什核心时,博弈模型的平稳子博弈完美均衡中存在最大的博弈群体。此外,谈判产生纳什议价解决方案的结果。我们设计并进行议价实验来检验理论预测。研究表明,联盟形成的议价结果在很大程度上受到主体相互行为的影响。(2)群体形成的进化分析提出了群体形成的进化博弈模型,并探讨了异质性偏好如何影响群体形成的长期均衡。(3)经济应用:将研究中建立的理论模型应用于《京都议定书》气候变化国际谈判。本文基于欧盟、前苏联、日本和美国的实际排放数据,研究了非合作议价模型如何解释《京都议定书》中商定的二氧化碳减排。
英文摘要
The aim of this research is to investigate conditions and mechanisms for voluntary cooperation and coalition formation among economic agents pursuing their own values, by applying new methodologies in game theory. The research consists of the following three topics about voluntary cooperation and coalition formation.(1) noncooperative bargaining models for cooperation and coalition formationWe present a noncooperative sequential bargaining model for a general n-person strategic game where cooperation by a group of players may induce externality to other players. We first define a new notion of the core, called the Nash core, of the n-person strategic game. The Nash-core is defined by a new notion of effectiveness of a payoff allocation, which is based on the idea that when a coalition forms, a response by, the compliment coalition should be consistent with the Nash bargaining solution of their negotiations. We prove that the largest group of players forms in a stationary subgame perfect equilibrium of the bargaining model if and only if the Nash bargaining solution of the game belongs to the Nash core. Moreover, negotiations result in the Nash bargaining solution outcome. We design and conduct bargaining experiments to test theoretical predictions. We show that bargaining outcomes of coalition formation are substantially influenced by reciprocal behavior of subjects.(2) evolutionary analysis of group formationWe present an evolutionary game model for group formation in the collective action problem and investigate how heterogeneous preferences affect a long-run equilibrium for group formation.(3) economic applicationsWe apply theoretical models developed in the research to international negotiations on climate change in the Kyoto protocol. We investigate how noncooperative bargaining models can explain the C02 emissions reduction agreed in the Kyoto protocol, based on actual data about emissions by EU, Former Soviet Union, Japan and USA.
期刊论文(6)
专著(0)
科研奖励(0)
会议论文
Akira Okada: "A Market Game Analysis of International C02 Emissions Trading : Evaluating Initial Allocation Rules"Takamitsu Sawa (ed.), International Frameworks and Technological Strategies to Prevent Climate Change, (Springer). 3-21 (2003)
Akira Okada:“国际二氧化碳排放交易的市场博弈分析:评估初始分配规则”Takamitsu Sawa(编辑),防止气候变化的国际框架和技术战略,(Springer)。
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通讯作者:
Okada, Akira (with Toshimasa Maruta): "Stochastic Stability of Group Formation in Collective Action Games"Discussion Paper, Institute of Economic Research Kyoto University. No.536. 1-50 (2001)
Okada, Akira(与 Toshimasa Maruta):“集体行动游戏中群体形成的随机稳定性”讨论论文,京都大学经济研究所。
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Maria Montero, Akira Okada: "Riskless versus Risky Bargaining Procedures : The Aumann-Roth Controversy Revisited"Discussion Paper, Institute of Economic Research Kyoto University. No.534. 1-11 (2001)
Maria Montero、Akira Okada:“无风险与有风险的谈判程序:重温奥曼-罗斯争议”讨论论文,京都大学经济研究所。
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Akira Okada: "International Negotiations on Climate Change: A Non-cooperative Game Analysis of the Kyoto Protocol"KIER Discussion Paper. No.579. 1-32 (2004)
Akira Okada:《气候变化国际谈判:京都议定书的非合作博弈分析》KIER 讨论论文。
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共 6 条
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      Grant-in-Aid for Young Scientists (B)
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      $1.66万
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    High Efficient Surface Finishing of Sintered Hard Materials for Metal Mold by Large-area Electron Beam Irradiation
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    • 资助金额:
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    国内基金
    海外基金
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    • 批准号:
      --
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    • 资助金额:
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