SP分组密码截短差分的观察及其在mCrypton和CRYPTON V1.0中的应用

D. Yang, Wen-feng Qi, Huajin Chen
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引用次数: 3

摘要

Knudsen在Fast Software Encryption 1995 (FSE'95)中提出的截断差分攻击(Truncated differential attack, TDA)在分组密码的分析中得到了广泛的应用。在本研究中,作者专门研究了SP分组密码对TDA的安全性。在FSE'15中,Li等人引入了一种中间相遇技术来构造费斯特尔密码的截断微分。他们首先将李的技术应用于SP分组密码,并得到了一些进一步的结果。其次,他们引入广义截断差分的概念来控制截断差分中有源s盒的扩散。在此基础上,构造了mCrypton和CRYPTON V1.0的两个5轮截断微分区分器。使用这两个5回合的区分器,他们在mCrypton-64上展示了第一个8回合的DA,并将之前在CRYPTON V1.0上的最佳TDA提高了一轮。
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Observations on the truncated differential of SP block ciphers and their applications to mCrypton and CRYPTON V1.0
Truncated differential attack (TDA) proposed by Knudsen in Fast Software Encryption 1995 (FSE'95) has been widely used in the analysis of block ciphers. In this study, the authors specifically study the security of SP block ciphers against TDA. In FSE'15, Li et al. introduced a meet-in-the-middle technique to construct truncated differential for Feistel ciphers. They first apply Li's technique to SP block ciphers and get some further results. Second, they introduce the concept of generalised truncated difference to control the diffusion of active S-boxes in the truncated differential. On the basis of these, two 5-round truncated differential distinguishers for mCrypton and CRYPTON V1.0 have been constructed. Using these two 5-round distinguishers, they present the first 8-round DA on mCrypton-64 and improve the former best TDA on CRYPTON V1.0 by one round.
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