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基于有限自动机的有限理性博弈建模研究综述 被引量:1

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摘要 从有限理性建模的角度出发,论述了目前国际上具有代表性的且应用比较广泛的基于有限自动机的有限理性博弈模型。对几种常用的有限自动机及其变形的建模工具的功能、结构特点进行了分析;依据应用领域把有限自动机的有限理性博弈分为三类;对有限自动机在重复博弈、演化博弈中的建模方法进行了综述。最后给出了基于有限自动机的有限理性博弈的未来研究方向。
作者 刘贞 任玉珑
出处 《科技管理研究》 CSSCI 北大核心 2008年第1期159-160,169,共3页 Science and Technology Management Research
基金 国家自然科学基金项目(90510016)
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参考文献17

  • 1AUMANN R. Rationality and Bounded Rationality [ J ]. Games and economic behavior, 1997, 21:2-14.
  • 2AUMANN R Survey of repeated games [C]. in: R J AUMANN, eds. Essays in game theory and mathematical economics in honor of Oscar Morgenstern, 1981 : 11 -42.
  • 3AXELROD R. The evolution of cooperation [ M ]. New York: Basic Books, 1984.
  • 4GOSSNER O, HERNANADEZ P. On the complexity of coordination [J]. Mathematics of operation research, 2003, 28 ( 1 ) : 127 - 140.
  • 5HOLLAND J H, MILLER J. Artificially adaptive agents in economic theory [J]. American Economic review, 1991, 81 : 365 -370.
  • 6LINDGREN K, J JOHANSSON. Coevolution of strategies in n -person prisoner's dilemma [ C ]. Towards a eomprehensive dynamics of evolution, Santa Fe Institute, 1998:5 -9.
  • 7MILLER J. The coevolution of automata in the repeated prisoner's dilemma [ J]. Journal of economic behavior & organization, 1996, 29 : 87 - 112.
  • 8NEYMAN A. Bounded rationality justifies cooperation in the finitely repeated prisoner's dilemma [J]. economics letters, 1985, 19:227 - 229.
  • 9NEYMAN A, DAIJIRO O. Two - person repeated games with finite automata [ J ]. Game theory, 2000, 29 : 309 - 325.
  • 10RUBINSTEIN A. Finite automata play the repeated prisoner's dilemma [J]. Journal of economic theory, 1986, 39:83 -96.

二级参考文献16

  • 1周庆,黄颖颖,陈剑.基于主体的动态竞争模型的设计与仿真[J].系统仿真学报,2005,17(8):1977-1981. 被引量:10
  • 2张维迎.博弈论与信息经济学[M].上海:上海人民出版社,2002..
  • 3Abraham Neyman.Repeated Games with Bounded Entropy[J].Games and Economic Behavior,2000,30(4):228-247.
  • 4Abraham Neyman.Cooperation in Repeated Games When the Mumber of Stages is not Commonly Known[J].Econometrica,1999,67(1):45-64.
  • 5Itzhak Gilboa.The Complexity of Computing Best-response Automata in Repeated Games[J].Journal of Economic Theory,1988,45(2):342-352.
  • 6Axelrod R.The Evolution of Cooperation[M].New York:Basic Books,1984.
  • 7George ELuger.人工智能:复杂问题求解的结构和策略[M].北京:机械工业出版社,2004.
  • 8Aumann R.Rationality and Bounded Rationality[J].Games and Economic Behavior,1997,21(1-2):2-14.
  • 9Piccione Michele,Rubinstein Ariel.Finite Automata Play a Repeated Extensive Game[J].Journal of Economic Theory,1993,61(1):160-168.
  • 10Thomas C O'Connell,Richard E Stearns.On Finite Strategy Sets for Finitely Repeated Zero-sum Games[J].Games and Economic Behavior,2003,43(1):107-136.

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