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基于反量子格的环签名方案及其在车载自组网中的应用

Anti-Quantum Lattice-Based Ring Signature Scheme and Applications in VANETs.

作者信息

Jiao Chunhong, Xiang Xinyin

机构信息

School of Physics, Xi'an Jiaotong University City College, Xi'an 710018, China.

School of Information, Xi'an University of Finance and Economics, Xi'an 710100, China.

出版信息

Entropy (Basel). 2021 Oct 19;23(10):1364. doi: 10.3390/e23101364.

Abstract

Message authentication is crucial because it encourages participants to accept countermeasures and further transmit messages to legitimate users in a network while maintaining the legitimacy of the identity of network members. An unauthorized user cannot transmit false messages to a given network. Although traditional public key cryptography is suitable for message authentication, it is also easy to manage and generate keys, and, with the expansion of an entire network, the system needs a lot of computing power, which creates additional risks to network security. A more effective method, such as ring signature, can realize this function and guarantee more security. In this paper, we propose an anti-quantum ring signature scheme based on lattice, functionality analysis, and performance evaluation to demonstrate that this scheme supports unconditional anonymity and unforgeability. After efficiency analysis, our scheme proved more effective than the existing ring signature schemes in processing signature generation and verification. The proposed scheme was applied to VANETs that support strong security and unconditional anonymity to vehicles.

摘要

消息认证至关重要,因为它鼓励参与者接受对策,并在保持网络成员身份合法性的同时,将消息进一步传输给网络中的合法用户。未经授权的用户无法向给定网络传输虚假消息。虽然传统的公钥密码学适用于消息认证,且密钥易于管理和生成,但随着整个网络的扩展,系统需要大量计算能力,这给网络安全带来了额外风险。一种更有效的方法,如环签名,可以实现此功能并保证更高的安全性。在本文中,我们提出了一种基于格的抗量子环签名方案、功能分析和性能评估,以证明该方案支持无条件匿名性和不可伪造性。经过效率分析,我们的方案在处理签名生成和验证方面比现有环签名方案更有效。所提出的方案应用于支持对车辆具有强安全性和无条件匿名性的车载自组网。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1c78/8534384/56f3b917894b/entropy-23-01364-g001.jpg

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本文引用的文献

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Lattice-Based Logarithmic-Size Non-Interactive Deniable Ring Signatures.
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Adaptively Secure Efficient (H)IBE over Ideal Lattice with Short Parameters.
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