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基于信誉机制的理性秘密共享方案 被引量:1

Rational Secret Sharing Scheme Based on Reputation Mechanism
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摘要 理性秘密共享是博弈论与传统秘密共享相结合产生的新的研究方向。在理性秘密共享中,参与者从利益最大化的角度选择行为,在秘密重构阶段易出现"空威胁"和最后一轮不合作的问题。本文基于博弈论分析完全理性参与者在信誉机制下的行为偏好,采用激励相容原理,设计信誉惩罚机制,构建一个理性秘密共享方案。该方案通过信誉惩罚机制有效的约束完全理性参与者的行为,避免出现"空威胁"。并由信誉最高的参与者充当"可信中心"进行秘密重构,有效的解决在秘密重构阶段最后一轮各个参与者相互不合作的问题,防止参与者相互合谋的行为。 Rational secret sharing is a new hot topic, which is generated at the intersection of game theory and traditional secret sharing. The players choose actions by maximizing their payoff in the rational secret sharing. It is easy to cause the "empty threat" and non-cooperation in the last round of the secret reconstruction phase. This paper proposed a rational secret sharing scheme based on analyzing the preference of rational players in the repu- tation system using game theory, and designing the reputation punishment mechanism with the incentive compati- bility. It effectively restricts the behavior of the completely rational players by reputation punishment mechanism, and avoids the " empty threat". Meanwhile, the secret was reconstructed by the highest reputation player that serves as "trusted center". The proposed scheme effectively solves the problem of non-cooperation and collusion of each player in the secret reconstruction phase.
机构地区 贵州大学理学院
出处 《贵州大学学报(自然科学版)》 2012年第4期82-85,89,共5页 Journal of Guizhou University:Natural Sciences
基金 国家自然科学基金项目(60963023) 贵州省自然科学基金项目([2009]2113) 贵州大学博士基金项目(2007-040)
关键词 信誉机制 理性秘密共享 博弈论 完全理性 reputation mechanism rational secret sharing game theory completely rational
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参考文献11

  • 1A Shamir. How to share a secret [ J ]. Communications of the ACM, 1979, 22(11) :612 -613.
  • 2G R Blakley. Safeguarding cryptographic keys [ C ]. Proceedings of the National Computer Conference, New York, Springer - Verlag, 1979:313 - 317.
  • 3C Asmuth C, J Bloom. A modular approach to key safeguarding [J]. IEEE Trans on Information Theory, 1983, 29(2): 208 - 210.
  • 4J Halpern, V Teague. Rational secret sharing and multiparty com- putation: extended abstract [ C ]. STOC2004, Chicago: ACM Press, 2004:623 -632.
  • 5S Gordon, J Katz. Rational secret sharing revisited [ Jl. SCN, 2006, 4116:229 - 241.
  • 6S Maleka, A Shareef, C Rangan. Rational secret sharing with re- peated games [ C ]. ISPEC2008, New York: Springer-Verlag, 2008:334 - 346.
  • 7W Moses, C Rangan. Rational secret sharing over an asynchronous broadcast channel with information theoretic security [ J ]. IJN- SA2011, 2011,3(6) : 1 -18.
  • 8G Asharov, Y Lindell. Utility dependence in correct and fair ra- tional secret sharing [ J ]. Journal of Cryptology, 2011, 24 ( 1 ) : 157 - 202.
  • 9M Nojoumian, D Stinson, M Grainger. Unconditionally secure so- cial secret sharing scheme[ C]. IET -IFS, Special Issue on Multi - Agent and Distributed Information Security, IET Information Se- curity,2010:202 - 211.
  • 10刘木兰,张志芳.密钥共享体制与安全多方计算[M].北京电子工业出版社,2008.

二级参考文献7

  • 1Halpem J, Teague V. Rational secret sharing and multiparty computation: extended abstract [ A ]. Proceedings of the 36th Annual ACM Symposium on Theory of Computing[ C]. New York, USA: ACM,2004.623 - 632.
  • 2Abraham I,Dolev D, Gonen R, Halpem J. Distributed comput- ing meets game theory:Robust mechanisms for rational secret sharing and multiparty computation [ A ]. Proceedings of the 25th Annual ACM Symposium on Principles of Distributed Compufing[ C] .New York, USA: ACM,2006.53 - 62.
  • 3Lysyanskaya A, Triandopoulos N. Rationality and adversarial behaviour in multi-party computation (extended abstract )[ A]. CRYPIO2006[ C] .Heidelberg: Springer,2006.180 - 197.
  • 4Maleka S, Amjed S, Pandu Rangan C. Rational secret sharing with repeated games [ A ]. ISPEC2008 [ C ]. Heidelberg: Springer, 2008. 334 - 346.
  • 5Asharov G, Lindell Y. Utility dependence in correct and fair ra- tional secret sharing [ A ]. CRYtrIO2009 [ C ]. Heidelberg: Springer, 2009.559 - 576.
  • 6Osborne M.An Introduction to Game Theory[M]. Oxfor: Ox- ford University Press,2004.
  • 7陈晶,杜瑞颖,王丽娜,田在荣.网络环境下一种基于概率密度的信任博弈模型[J].电子学报,2010,38(2):427-433. 被引量:14

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