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不完备偏好理论及其应用综述 被引量:1

An Overview of Incomplete Preference Theory and Its Applications
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摘要 本文在不完备偏好理论近期文献的基础上,以联系偏好和行为的"一致性"条件为主线,阐述了不完备偏好显示理论的最新进展:由Γ-理性化转向Δ-理性化,选择集由消费束转向机会集;分别在确定性和不确定性的经济环境下,回顾了不完备偏好的函数表示理论的发展脉络,即由单维函数转向多维函数;特别是,在不确定性的经济环境下,讨论了两种可能的不完备偏好(口味不决和信念不决)的函数表示理论;整理归纳了不完备偏好理论在行为经济学和博弈论等经济学领域中的若干应用。 Based on recent literature,this paper examines the development trend in incomplete preference revelation theory,transiting from Г- rationalization to △ - rationalization, and from consumption choice set to opportunity set. Under the certain and uncertain economic environment,this paper also reviews the progress of incomplete preference representation theory which develops from one - dimensional to multi - dimensional functions. Finally, this paper summarizes the applications of incomplete preference theory in some economic fields such as behavioral economics and game theory.
出处 《经济评论》 CSSCI 北大核心 2010年第3期116-123,共8页 Economic Review
关键词 不完备偏好 偏好显示理论 偏好函数 Incomplete Preference Revealed Preference Theroy Preference Function
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参考文献35

  • 1汪丁丁等主编.2007.《神经元经济学:实证与挑战》,上海世纪出版集团.
  • 2周小亮,笪贤流.偏好的争论、拓展与融合:理论假说与初步探讨[J].经济评论,2009(6):121-130. 被引量:6
  • 3Arlegi, Ricardo, and Jorge. Nieto. 2001. "Incomplete Preferences and the Preference for Flexibility. "Mathematical Social Sciences ,41 (2) :151 - 165.
  • 4Arrow, Kenneth. 1959. "Rational Choice Functions and Orderings. "Economica,26 ( 102 ) : 121 - 127.
  • 5Aumannn, Robert. 1962. "Utility Theory without the Completeness Axiom. " Econometrica, 30 (3) :445 - 462.
  • 6Bade, Sophie. 2005. "Nash Equilibrium in Games with Incomplete Preferences. " Economic Theory,26 (2) : 309 - 332.
  • 7Bewley,Truman. 1986. "Knightian Uncertainty Theory: Part Ⅰ. " Cowles Foundation Discussion Paper 807.
  • 8Danan, Eric. 2003. "Revealed Cognitive Preference Theory. " Mimeo, Universite de Paris.
  • 9Donaldson,David,and John h. Weymark. 1998. "A Quasiordering is the Intersection of Orderings. " Journal of Economic Theory, 78(2) : 382 -387.
  • 10Dubra, Juan, Fabio Maccheroni, and Efe A. Ok. 2004. " Expected Utility Theory without the Completeness Axiom. " Journal of Economic Theory, 115( 1 ) : 118 - 133.

二级参考文献59

  • 1周小亮,笪贤流.效用、偏好与制度关系的理论探讨——反思消费者选择理论偏好稳定之假设[J].学术月刊,2009,41(1):75-85. 被引量:26
  • 2叶航,汪丁丁,罗卫东.作为内生偏好的利他行为及其经济学意义[J].经济研究,2005,40(8):84-94. 被引量:150
  • 3叶航,汪丁丁,贾拥民.科学与实证——一个基于“神经元经济学”的综述[J].经济研究,2007,42(1):132-142. 被引量:58
  • 4[美]萨缪·鲍尔斯.《微观经济学:行为,制度和演化》,中文版,北京,中国人民大学出版社,2006.
  • 5汪丁丁等主编.《神经元经济学:实证与挑战》,上海,上海世纪出版集团,2007.
  • 6汪丁丁等主编.《走向统一的社会科学:来自桑塔费学派的看法》,上海,上海世纪出版集团,2005.
  • 7Andreoni, J. and Miller, J., 1993. "Rational Cooperation in the Finitely Repeated Prisoner's Dilemma: Experimental Evidence. " Economic Journal, Vol. 103, pp. 570 -585.
  • 8Berg, J. ;Dickhaut, J. and McCabe, K. , 1995. "Trust, Reciprocity and Social History. " Games and Economic Behavior, Vol. 10, pp. 122 - 142.
  • 9Blount, S. , 1995. "When Social Outcomes Aren't Fair: The Effect of Casual Attributions on Preferences. " Organizational Behavior&Human Decision Processes, Vol. 7 (3) , pp. 346 - 380.
  • 10Bowles, S. and Gintis, H. , 2004. "The Evolution of Strong Reciprocity: Cooperation in Heterogeneous Populations. " The American Economic Review, Vol. 65( 1 ) , pp. 17 - 28.

同被引文献7

  • 1S BADE. Nash equilibrium in games with incomplete preferences[J]. Economic Theory, 2005, 26(2):309-332.
  • 2KREPS, R WILSON. Sequential equilbria[J]. Econometrica, 1982, 50(4): 863-894.
  • 3R SELTON. Reexamination of the perfectness concept for equilibrium points in extensive games[J]. International Journal of Game Theory, 1975,4(1):25-55.
  • 4S BERGE. Topological spaces[M]. New York: Macmillan, 1963.
  • 5R MYERSON. Game theory[M]. Cambridge: Harvard University Press, 1991.
  • 6E OK. Utility Representation of an incomplete preference relation[J]. Journal of Economic Theory, 2002, 104 (2) : 429 - 449.
  • 7J DUBRA,F MACCHERONI, E Ok. Expected utility theory without the completeness axiom[J]. Journal of Economic Theory, 2004, 115(1): 118-133.

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