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Random oracle-based anonymous credential system for efficient attributes proof on smart devices

机译:基于随机Oracle的匿名证书系统,可在智能设备上进行有效的属性证明

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摘要

Attributes proof in anonymous credential systems is an effective way to balance security and privacy in user authentication; however, the linear complexity of attributes proof causes the existing anonymous credential systems far away from being practical, especially on resource-limited smart devices. For efficiency considerations, we present a novel pairing-based anonymous credential system which solves the linear complexity of attributes proof based on aggregate signature scheme. We propose two extended signature schemes, BLS+ and BGLS+, to be cryptographical building blocks for constructing anonymous credentials in the random oracle model. Identity-like information of message holder is encoded in a signature in order that the message holder can prove the possession of the input message along with the validity of a signature. We present issuance protocol for anonymous credentials embedding weak attributes which are referred to what cannot identify a user in a population. Users can prove any combination of attributes all at once by aggregating the corresponding individual credentials into one. The attributes proof protocols on AND and OR relation over multiple attributes are also given. The performance analysis shows that the aggregation-based anonymous credential system outperforms both the conventional Camenisch-Lysyanskaya pairing-based system and the accumulator-based system when prove AND and OR relation over multiple attributes, and the size of credential and public parameters are shorter as well.
机译:匿名凭证系统中的属性证明是在用户身份验证中平衡安全性和隐私性的有效方法。但是,属性证明的线性复杂性使现有的匿名凭证系统变得不切实际,尤其是在资源有限的智能设备上。出于效率考虑,我们提出了一种基于配对的新型匿名凭证系统,该系统解决了基于聚合签名方案的属性证明的线性复杂性。我们提出了两个扩展的签名方案BLS +和BGLS +,它们是用于在随机oracle模型中构造匿名凭证的密码构造块。消息持有者的类身份信息被编码在签名中,以便消息持有者可以证明输入消息的拥有以及签名的有效性。我们提出了用于嵌入弱属性的匿名凭据的发行协议,这些弱属性是指无法识别总体中的用户的。用户可以通过将相应的各个凭据聚合为一个,一次证明所有属性的任意组合。还给出了关于多个属性的“与”或“或”关系的属性证明协议。性能分析表明,当证明多个属性之间的“与”或“或”关系时,基于聚集的匿名凭证系统优于传统的基于Camenisch-Lysyanskaya配对的系统和基于累加器的系统,并且凭证和公共参数的大小越短好。

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