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信息集广义博弈模型与Nash平衡的存在性 被引量:1

The Model of General Imformation-set Games and the Existence of Nash Equilibrium
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摘要 通过信息集及相应的集值映射建立信息集广义博弈的模型,讨论该模型Nash平衡的存在性。 In the paper ,we obtain the model of general imformafion-set games by using the information-set and corresponding set-mapping, and discuss the existence of Nash equilibrium of the model.
出处 《贵州大学学报(自然科学版)》 2008年第3期230-232,共3页 Journal of Guizhou University:Natural Sciences
基金 国家自然科学基金(10061002)
关键词 信息集 集值映射 信息集广义博弈 NASH平衡 imformation-set, set-mapping, general imformafion-set games, Nash Equilibrium
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  • 1D FUDENBERG, J TIROLE, Game Theory[M]. MIT Press, 1998.
  • 2E KOHLBERG and J F MERTENS. On the strategic stability of equilibria[J]. Econometrica, 54 (1986),1003 -1037.
  • 3J F MERTENS. Stable equilibria-A reformulation, Part Ⅰ: Definition and Basic Pries[J]. Mathematics of Operations Research,14(1989),575 -625.
  • 4J F MERTENS. Stable Equilibria-A Reformulation, Part Ⅱ: Discussion tithe Definition and Further Results[J]. Mathematics of Operations Research, 16(1991), 694-753.
  • 5J F MERTENS. Ordinality in non cooperative games[J]. Intemational Journal of Game Theory, 32(2003), 387 -430.
  • 6J Hillas, On the definition of the strategic stability of equilibria[J]. Econometrica, 58 (1990), 1365 -1390.
  • 7J HLLAS, M JANSEN, J POTTERS and D VERMEULEN. On the Relation Among Some Definitions of Strategic Stability[J]. Mathematics of Operations Research, 26:3(2002).
  • 8E VAN DAMME. Strategic Equilibrium[J]. in R. Aumann and S: Hart (eds.) HANDBOOK OF GAME THEORY, Vol. 3, Chapter41, Amsterdarn: Elsevier,2002.
  • 9S GOVINDAN and J F MERTENS. An equivalent definition of stable equilibria[J]. Intenational Journal of Game Theory, 32(2003), 339 -357.
  • 10S GOVINDAN and R WILAON. Maximal Stable Sets of Two-Player Games[J]. International Journal of Game Theory, 30:4(2001),557 - 566.

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