基于bdd的流密码分析:一种实用的方法

H. Sahu, Indivar Gupta, N. R. Pillai, R. Sharma
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引用次数: 2

摘要

二进制决策图(BDD)是用于表示和操作布尔函数的最先进的数据结构。2002年,Krause提出了基于bdd的流密码分析理论框架。从那时起,在这一领域没有多少工作的报道。在本研究中,作者提出了一种使用降阶BDD (ROBDD)对流密码进行密码分析的实用方法。他们提出了在密码分析过程中需要的对robdd进行andding操作的各种方法。在这些方法中,“递归对称和定”给出了最优的和定顺序。他们使用他们的方法来演示e0流密码的密码分析。他们还讨论了一些实施结果。该攻击可以在5秒内恢复普通个人电脑上的39个未知密钥位。BuDDy-2.4库用于对bdd执行操作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
BDD-based cryptanalysis of stream cipher: a practical approach
Binary decision diagram (BDD) is a state-of-the-art data structure for representing and manipulating Boolean functions. In 2002, Krause proposed theoretical framework for BDD-based cryptanalysis of stream ciphers. Since then not much work have been reported in this area. In this study, the authors propose a practical approach for cryptanalysis of stream cipher using reduced ordered BDD (ROBDD). They propose various methods for ANDing operation on ROBDDs, required during process of cryptanalysis. Out of these proposed methods, ‘recursive symmetric ANDing’ gives optimal order of ANDing. They use their approach to demonstrate cryptanalysis of E 0 stream cipher. They also discuss some implementation results. The attack can recover 39 unknown key bits in 5 s on regular personal computer. BuDDy-2.4 library is used for performing operations on BDDs.
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