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A Pairing-based Group Key Exchange with an Edge-based Tree

机译:基于配对的组密钥交换与基于边缘的树

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Group key exchange (GKE) allows a large group of n users to share a common secret key over insecure channels and, thus, afterwards users in the group can encrypt and decrypt mes­sages to and from the group. The goal of this paper is to propose efficient GKE using bilinear pairings. Instead of making only a theoretical analysis, we focus on the exact costs. Moreover, besides focusing on computational/round/communicational complexity we also consider the size of the software and hardware required. The previous schemes in this area required entities to support various different architectures such as elliptic curve scalar multiplication, bilinear pairing, multiplication over two different finite fields, and finite-field inversion. We propose a new efficient group key exchange protocol in which any inverse operation is removed.
机译:组密钥交换(GKE)允许大批n个用户在不安全的通道上共享一个公共密钥,因此,此后,该组中的用户可以对往返于该组的消息进行加密和解密。本文的目的是提出使用双线性配对的有效GKE。我们不仅仅进行理论分析,而是关注确切的成本。此外,除了关注计算/回合/通信复杂性,我们还考虑了所需软件和硬件的大小。该领域中的先前方案要求实体支持各种不同的体系结构,例如椭圆曲线标量乘法,双线性对,两个不同有限域上的乘法以及有限域反演。我们提出了一种新的有效的组密钥交换协议,其中删除了任何反向操作。

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