量子博弈理论及其应用
摘要
最近，随着量子物理学研究成果在其他科学领域的推广，博弈论也被推广到量子领域，Vaidman在1999年首先提出了量子博弈的概念，量子博弈论（Quantum game theory）由此诞生。
出处
《经济学动态》
CSSCI
北大核心
2006年第11期89-94,共6页
Economic Perspectives
参考文献21
-
1Abrose, S. H. (2001), "Paleolithic technology and human evolution", Science, 291 : 1748 - 1753.
-
2Benjamin, S. C. & P. M. Hayden(2001 ), " Muhiplayer quantum games", Phys Rev A, 64:30301.
-
3Eisert, J. ; M. Wilkens & M. Lewenstein (1999), " Quantum games and quantum strategies", Physical Review Letters, 83. 3077.
-
4Haven, E. E. ( 2002), " A discussion on embedding the Black -Scholes option pricing model in a quantum physics setting", Physica A, 304:357.
-
5Lawless, W.F. (2001), The Quantum of Social Action and the Function of Emotion in Decision - making. North Falmouth.
-
6Lawless, W. F. (2003), " A quantum approach to knowledge fusion and organizational mergers", AAAI Proceedings, Agent Mediated Knowledge Management, Stanford, March 24 -26.
-
7Lawless, W. F. & J. M. Grayson (2004a), Agent Mediated Knowledge Management. Springer Verlag.
-
8Lawless W. F. & J. M. Grayson(20Ogb), "A quantum model of organizations, autonomy and control", AAAI Technical Report SS- 04 -03, Interaction between Humans and Autonomous Systems over Extended Operation", Stanford, pp. 116 -121.
-
9Mogliansky, A. L. ; S. Zamir & H. Zwim ( 2003 ), " Type indeterminacy: A model of the KT - man", Discussion Paper Series from Center for Rationality an Interactive Decision Theory, Hebrew University, 10.
-
10Nielsen, M.A. & I. L. Chuang(2000), Quantum Computation and Quantum Information. Cambridge University Press.
-
1孙奉媛.在组织进行改造时改革阻力的作用[J].管理观察,1997,0(9):57-58.
-
2白雨虹,王延章,王雪华,Michael A Fiddy.基于鹰鸽量子博弈理论评价科研院所的科技自主创新能力(英文)[J].中国光学,2011,4(4):340-354.
-
3李亮.博弈论离我们多远[J].经营管理者,2015(2Z).
-
4吴春雪,杨欣霞.数理经济学中量子博弈论应用方法的探究[J].佳木斯教育学院学报,2011(6):64-64.
-
5白雨虹,王延章,王雪华.量子博弈理论与自主创新能力研究[J].运筹与管理,2008,17(4):61-66. 被引量：1
-
6乔舒亚·库珀·雷默.中国能源需求应透明[J].海外经济评论,2005(9):5-6.
-
7吴春兴.业主VS“物业”博弈：谁被抛弃——物管博弈显规则之特性[J].住宅与房地产,2005(6):24-25.
-
8李潇潇,赵美,杨建朝.胆量游戏对弱小企业决策的启示[J].商场现代化,2008(10):95-95.
-
9刘强.量子博弈论在数理经济学中的应用综述[J].四川经济管理学院学报,2010,21(4):51-55. 被引量：2
-
10马驰.博弈论与价格大战[J].中国科技信息,2005(12B):81-81.
