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Differential Attacks on Generalized Feistel Schemes

机译:广义Feistel方案的差分攻击

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While generic attacks on classical Feistel schemes and unbalanced Feistel schemes have been studied a lot, generic attacks on several generalized Feistel schemes like type-1, type-2 and type-3 and alternating Feistel schemes, as defined in [8], have not been systematically investigated. These generalized Feistel schemes are used in well known block cipher networks that use generalized Feistel schemes: CAST-256 (type-1), RC-6 (type-2), MARS (type-3) and BEAR/LION (alternating). Also, type-1 and type-2 Feistel schemes are respectively used in the construction of the hash functions Lesamnta and SHAvite - 3_(512) .In this paper, we give our best Known Plaintext Attacks and non-adaptive Chosen Plaintext Attacks on these schemes. We determine the maximal number of rounds that we can attack when we want to distinguish a permutation produced by the scheme from a permutation chosen randomly in the set of permutations.
机译:尽管已经对经典Feistel方案和不平衡Feistel方案的通用攻击进行了很多研究,但对[1],类型2和类型3等几种广义Feistel方案以及交替的Feistel方案(如[8]中定义的)的通用攻击却没有被系统地调查过。这些广义Feistel方案用于使用广义Feistel方案的众所周知的块密码网络中:CAST-256(类型1),RC-6(类型2),MARS(类型3)和BEAR / LION(备用)。另外,在散列函数Lesamnta和SHAvite-3_(512)的构造中分别使用了类型1和类型2的Feistel方案。在本文中,我们针对这些问题给出了最佳的已知明文攻击和非自适应选择的明文攻击计划。当我们想将方案产生的排列与在排列集中随机选择的排列区分开来时,我们确定可以攻击的最大回合数。

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