使用二叉树保护组通信

R. Aparna, B. B. Amberker, D. Pola, P. Bathia
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引用次数: 5

摘要

许多新兴的应用,如远程会议、科学讨论等,都依赖于安全的组通信模型。由于组是动态的,可扩展的组密钥更新是安全组通信中的一个重要问题。必须以有效的方式更新组密钥并将其安全地传递给组成员,即执行的加密和构造的重密钥消息的数量必须更少。本文提出了一种利用二项密钥树方法管理安全组的新方法。我们证明,与Wong等人提出的方案相比,在成员变更期间执行的加密次数和构造的重密钥消息较少。在我们的方案中,不需要在成员变更后平衡树。我们计算了平均加密和密钥成本,并证明了该方案是可扩展的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Secure group communication using binomial trees
Numerous emerging applications like teleconferencing, scientific discussion etc. are relied on secure group communication model. Scalable group rekeying is one of the important issues in secure group communication since the group is dynamic in nature. Updating the group key and delivering it to group members securely must be carried out in an efficient manner, i.e., the number of encryptions performed and rekey messages constructed must be less. In this paper we propose a new method to manage secure group using binomial key tree approach. We show that number of encryptions performed and rekey messages constructed during membership change are less compared to the scheme proposed by Wong and others. In our scheme, it is not required to balance the tree after membership change. We compute the average encryption and rekey costs and show that the scheme is scalable.
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