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Provably secure two-party authenticated key agreement protocol for post-quantum environments

机译:用于后量子环境的证明有权确保双方经过身份验证的关键协议协议

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A two-party authenticated key agreement (2PAKA) protocol is a cryptographic tool employed widely to allow two users to generate a shared and fresh session key between them in each session over an insecure network. The authenticated version of a two-party key agreement protocol is popular because it can easily withstand the impersonation of the user. In the literature, many 2PAKA protocols have been put forward with the intractability assumptions of the discrete logarithm (DLP) problem and integer factorization problem (IFP). Some recent studies showed that the 2PAKA protocols based on these assumptions are insecure in post-quantum environments. To resolve this issue, we have designed a lattice-based 2PAKA (LB-2PAKA) protocol with the intractability of the ring-learning-with-errors (RLWE) problem. The proposed LB-2PAKA protocol is also analyzed in the random oracle model to measure provable security and to estimate the breaching time. To evaluate the performance, we used the LatticeCrypto Library and estimated the running time of our LB-2PAKA protocol. Besides, we analyzed the communication cost requirement of our LB-2PAKA protocol. (C) 2020 Elsevier Ltd. All rights reserved.
机译:双方经过验证的关键协议(2PAKA)协议是一个广泛使用的加密工具,以允许两个用户在不安全的网络上每次会话中生成它们之间的共享和新的会话密钥。经过身份验证的双方密钥协议协议的版本很受欢迎,因为它可以轻松承受用户的模拟。在文献中,已经提出了许多2Paka协议,并提出了离散对数(DLP)问题和整数分解问题(IFP)的诡计假设。一些最近的研究表明,基于这些假设的2帕卡协议在后量子环境中是不安全的。要解决此问题,我们设计了一种基于格子的2霸(LB-2PAKA)协议,其难以与错误(RLWE)问题的诡计。在随机的Oracle模型中还分析了所提出的LB-2Paka协议,以测量可提供的安全性并估计违约时间。为了评估性能,我们使用LatticeCrypto库并估计了我们的LB-2Paka协议的运行时间。此外,我们分析了我们LB-2PAKA协议的通信成本要求。 (c)2020 elestvier有限公司保留所有权利。

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