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An efficient strongly secure authenticated key exchange protocol without random oracles

机译:高效,高度安全的认证密钥交换协议,无需随机预言

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摘要

Since the introduction of extended Canetti–Krawczyk (eCK) security model for two‐party key exchange, many protocols have been proposed to provide eCK security. However, most of those protocols are provably secure in the random oracle model or rely on special design technique, which is well known as the NAXOS trick. In contrast to previous schemes, we present an eCK secure protocol in the standard model, without NAXOS trick and without knowledge of secret key assumption for public key registration. The security proof of our scheme is based on standard pairing assumption, collision‐resistant hash functions, Bilinear Decision Diffie–Hellman and Decision Linear Diffie–Hellman assumptions, and pseudo‐random functions with pairwise independent random source. Although our proposed protocol is based on bilinear groups, it does not require any pairing operation during key exchange procedure. Copyright ? 2014 John Wiley & Sons, Ltd. We present an eCK secure protocol in the standard model, without NAXOS trick and without the knowledge of secret key assumption for public key registration. The security proof of our scheme is based on standard pairing assumption, collision resistant hash functions, bilinear decision Diffie‐Hellman and decision linear Diffie‐Hellman assumptions, and pseudo‐random functions with pairwise‐independent random source. Although our proposed protocol is based on bilinear groups, it does not require any pairing operation during key exchange procedure.
机译:自从为两方密钥交换引入扩展的Canetti-Krawczyk(eCK)安全模型以来,已经提出了许多协议来提供eCK安全。但是,这些协议中的大多数协议在随机预言模型中都是可证明是安全的,或者依赖于特殊的设计技术,这就是众所周知的NAXOS技巧。与以前的方案相比,我们在标准模型中提出了一种eCK安全协议,没有NAXOS技巧,也没有公共密钥注册的秘密密钥假设知识。我们方案的安全性证明基于标准配对假设,抗碰撞哈希函数,双线性决策Diffie-Hellman和决策线性Diffie-Hellman假设以及具有成对独立随机源的伪随机函数。尽管我们提出的协议基于双线性组,但是在密钥交换过程中不需要任何配对操作。版权? 2014 John Wiley&Sons,Ltd.我们在标准模型中提出了一种eCK安全协议,没有NAXOS技巧,并且不知道用于公开密钥注册的秘密密钥假设。我们方案的安全性证明基于标准配对假设,抗碰撞哈希函数,双线性决策Diffie-Hellman和决策线性Diffie-Hellman假设以及具有成对独立随机源的伪随机函数。尽管我们提出的协议基于双线性组,但是在密钥交换过程中不需要任何配对操作。

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