基于聚合签名的高效属性证明与基于配对的匿名凭证

Nan Guo, Jianju Cheng, Bin Zhang, Kangbin Yim
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引用次数: 3

摘要

在随机oracle模型中提出了一种新的基于配对的匿名凭证。为了解决属性证明的线性复杂性,可以对单个凭据中的单个属性进行证明,并通过将相应的凭据聚合为单个凭据来证明任何属性组合。对BLS签名和BGLS聚合签名方案进行了扩展,用于构造匿名凭证。通过对与关系属性证明的性能分析,我们的匿名凭证在幂次和对次数方面可以获得恒定的复杂度,同时签名和公共参数都很短。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Aggregate Signature-Based Efficient Attributes Proof with Pairing-Based Anonymous Credential
We present a novel pairing-based anonymous credential in the random oracle model. To solve the linear complexity of attributes proof, it is to certify each single attribute in an individual credential, and prove any combination of attributes by aggregating the corresponding credentials into a single one. The BLS signature and BGLS aggregate signature schemes are extended to construct anonymous credentials. Through performance analysis of attributes proof of AND relation, our anonymous credential can obtain the constant complexity respect to the number of exponentiations and parings, at the meanwhile, the signature and public parameters are short.
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