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Lightweight group key distribution schemes based on pre-shared pairwise keys

机译:基于预共享成对键的轻量级群组密钥分配方案

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摘要

In a secure communication, a one-time session key is needed to be shared among all participants. Most well-known key distribution schemes, such as Diffie-Hellman public-key key distribution scheme invented in 1976 and quantum key distribution scheme invented in 1984 (also called the BB84 scheme), can only allow two users to share a key in conventional one-to-one communications. There are many research papers in the literature to propose group key distribution schemes for multiple participants in modern group communications. In this study, the authors propose lightweight group key distributions using pre-shared pairwise keys. The authors first propose a three-party group key distribution scheme. They then extend the basic three-party scheme to establish a group key for a large size of group communications. The proposed generalised schemes can be based to any type of pairwise key distribution schemes, e.g. either quantum or non-quantum. Moreover, both generalised multi-party group key distribution schemes are lightweight. The main operations in the proposed schemes are key comparison between two or more than two keys (i.e. logic XOR operation) and the computation of key derivation functions.
机译:在安全通信中,需要一次性会话密钥来在所有参与者之间共享。最着名的关键分配计划,例如1976年发明的Diffie-Hellman公钥关键分配方案和1984年发明的量子密钥分配方案(也称为BB84方案),只能允许两个用户在传统的用户中共享密钥 - 一个通信。文献中有许多研究论文,提出了现代团体通信中多个参与者的关键分配计划。在这项研究中,作者使用预共享的成对键提出了轻量级群体密钥分布。作者首先提出了一个三方团体关键分配方案。然后,他们扩展了基本的三方方案,为大尺寸的组通信建立一个组密钥。所提出的广义方案可以基于任何类型的配对密钥分配方案,例如,量子或非量子。此外,广义多方组密钥分配方案都是重量轻的。所提出的方案中的主要操作是两个或多于两个键之间的关键比较(即逻辑XOR操作)和关键推导函数的计算。

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