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可选择关联和可转换的环签名方案研究
引用本文:濮光宁,侯整风.可选择关联和可转换的环签名方案研究[J].井冈山大学学报(自然科学版),2020,41(1):54-58.
作者姓名:濮光宁  侯整风
作者单位:安徽财贸职业学院,安徽,合肥 230601;合肥工业大学计算机与信息学院,安徽,合肥 230009
基金项目:安徽省高等学校自然科学研究重点项目(KJ2017A857、KJ2016A010、KJ2019A0727);安徽省高等学校省级质量工程智慧课堂试点项目(2017zhkt360,2017zhkt019)
摘    要:环签名因其无条件匿名性被广泛应用于匿名认证、匿名电子投票等特殊应用中,为了避免重复投票,需要验证两次签名之间是否存在关联性,当需要揭秘签名者的匿名身份时,环签名需要转换成普通签名。为实现这两个功能,文献15]提出了一个可选择链接可转换的环签名方案。但该方案在环签名生成阶段,签名者需要使用环中其他成员的私钥x_i,而其他成员的私钥是保密的,不能独立计算A_i,继而签名者一人无法完成环签名的生成和算法的可转换验证。本文针对文献15]的不足,提出了一个可选择关联和可转换的环签名方案。与同类方案相比,本文方案不仅具有强匿名性和选择关联性,还具有较小的计算开销。

关 键 词:环签名  离散对数  选择关联性  可转换性  匿名性
收稿时间:2019/12/27 0:00:00
修稿时间:2019/12/27 0:00:00

SELECTIVELY LINKABLE AND CONVERTIBLE RING SIGNATURE SCHEME
PU Guang-ning and HOU Zheng-feng.SELECTIVELY LINKABLE AND CONVERTIBLE RING SIGNATURE SCHEME[J].Journal of Jinggangshan University(Natural Sciences Edition),2020,41(1):54-58.
Authors:PU Guang-ning and HOU Zheng-feng
Institution:Anhui Finance and Trade Vocational College, Hefei 230601, Anhui, China and School of Computer and Information, Hefei University of Technology, Hefei 230009, Anhui, China
Abstract:Ring signatures are widely used in anonymous authentication, anonymous electronic voting and other special applications because of its unconditional anonymity. In order to avoid repeated voting, it is necessary to verify whether two signatures are relevant or not. When it is necessary to reveal the anonymous identity of the signer, ring signature needs to be converted into ordinary signature. In order to achieve these two functions, a selectively linkable and convertible ring signature scheme is proposed in literature15]. However, in the phase of ring signature generation, the signer needs to use the private key of other members in the ring, while the private key of other members is confidential. Therefore, the signer can not calculate Ai independently, and then the signer can not complete the generation of ring signature and the convertible verification of the algorithm. In this paper, a ring signature scheme with selective linkability and convertibility is proposed. Compared with the similar schemes, the proposed scheme not only has strong anonymity and selective linkability, but also has less computational overhead.
Keywords:ring signature  discrete logarithm problem  selective link-ability  convertibility  anonymity
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