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Provably secure group key agreement protocol based on ECDH with integrated signature

机译:基于ECDH和集成签名的可证明安全的组密钥协议协议

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This paper proposes a new two round authenticated contributory group key agreement (ACGKA) protocol based on elliptic curve Diffie-Hellman (ECDH) with integrated signature. In this technique, one node is picked up as the group controller, and this node runs an authenticated ECDH with the rest of the nodes to generate an authenticated shared key per each two-party. It then merges these keys in another round in such a way that every member obtains the identical authenticated group key. Further, ACGKA is extended to dynamic ACGKA protocol. The dynamic ACGKA, being elliptic curve decisional Diffie Hellman-based, is less expensive and well suited for resource constrained networks such as mobile ad-hoc networks, and wireless sensor network. Also, we demonstrate that all the protocols proposed in this paper are provably secure in the standard model under ECDDH assumption and moreover secure against most of the active and passive attacks. Finally, the proposed protocol is compared with other prevalent ECDH and Diffie Hellman based group key agreement protocols, and results are found to be satisfactory. Copyright (c) 2015 John Wiley & Sons, Ltd
机译:本文提出了一种基于椭圆曲线Diffie-Hellman(ECDH)并带有集成签名的新的两轮认证的贡献方密钥协商协议(ACGKA)。在此技术中,一个节点被选为组控制器,并且该节点与其余节点一起运行经过身份验证的ECDH,以每两方生成经过身份验证的共享密钥。然后,它以另一种方式合并这些密钥,以使每个成员都获得相同的经过身份验证的组密钥。此外,ACGKA已扩展为动态ACGKA协议。基于椭圆曲线决策基于Diffie Hellman的动态ACGKA价格便宜,并且非常适合资源受限的网络,例如移动自组织网络和无线传感器网络。此外,我们证明了本文提出的所有协议在ECDDH假设下在标准模型中都是可证明安全的,而且还可以抵抗大多数主动和被动攻击。最后,将提出的协议与其他基于ECDH和基于Diffie Hellman的组密钥协商协议进行了比较,结果令人满意。版权所有(c)2015 John Wiley&Sons,Ltd

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