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随机合作对策的核仁 被引量:2

The Nucleolus of Stochastic Cooperative Game
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摘要 以随机合作对策的概念为基础,将合作对策的核仁推广,建立了随机合作对策的核仁概念,并讨论了随机合作对策的核仁的一些特征和性质。 Based the stochastic cooperative game, the nucleolus, extended the nucleolus of cooperative game is defined, and some characters and properties about the kind nucleolus are introduced.
出处 《科学技术与工程》 2008年第23期6196-6198,共3页 Science Technology and Engineering
关键词 随机合作对策 核心 字典序 核仁 stochastic cooperative game core lexicographic order nucleolus
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参考文献4

  • 1[1]Suijs J,Borm P,De Waegenaere A,et al.Cooperative game with stochastic payoffs.European Journal of Operational Research,1999;113:193-205
  • 2[2]Suijs J,Borm P.Stochastic cooperative game:superadditivity,convexity,and certainty equivalents.Game and Economic Behavior,1999;27:331-345
  • 3[3]Suijs J,De Waegenaere A,Borm P.Stochastic cooperative game in insurance.Insurance:Mathematics & Economics,1998;22:209-228
  • 4[4]Zuofeng Gao,Hongxin Bai.The ε-Core of a n-person Stochastic Cooperative Game.Modern Applied Science.2008;2(2):43-46

同被引文献20

  • 1高作峰,徐东方,鄂成国,王彩虹.重复模糊合作对策的核心和稳定集[J].运筹与管理,2006,15(4):68-72. 被引量:13
  • 2Suljs J, Bor P, De W aegenaere A , eta l ,Cooperative Game with Stochastic Payoffs, European Journal of Operational Research,1999,113 : 193-205.
  • 3Suljs J, Bor P , Stochastic Cooperative Game: Superadditivity, Convexity, and Certainty Equivalents Game and Economic Behavior, 1999,27 : 331 - 345.
  • 4Suijs J, De W aegenaere A, Borm P, Stochastic Cooperative Game in Insurance, Insurance: Mathematics & Econom ics, 1998,22 : 209 - 228.
  • 5Zuofeng Cao, Hongxin Bai ,Thee -Core of a n2person Stochastic Cooperative Game,Modem App Med Science,2008,2 ( 2 ) : 43 -46.
  • 6章定.无核心树对策的核及核仁[J].应用数学学报,1987(1).
  • 7Aubin J P. Cooperative fuzzy game[J] Mathematics of operations Research, 1981, 6(1 ) : 1-13.
  • 8Chun Y. On the symmetric and weighted shapley values[J]. International Journal of Game Theory, 1991, 20(2) : 183-190.
  • 9Branzei R, Dimitrov D, Tijs S. Models in cooperative game theory[ M ]. Berlin Heidelberg: Springer-Verlag, 2008.
  • 10Schmeidler D. The nucleolus of a characteristic function game[ J]. SIAM Journal on applied mathematics, 1968, 17 (6): 1163-1170.

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