Grain-128a流密码的条件差分攻击

Zhen Ma, Tian Tian, Wen-feng Qi
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引用次数: 12

摘要

众所周知的流密码Grain-128a是Grain-128的新版本。虽然Grain-128对几种引入的攻击很脆弱,但Grain-128a据称对所有已知的攻击和对Grain-128的观察都是安全的。到目前为止,唯一公开的针对Grain-128a的单密钥攻击是Michael Lehmann等人在CANS 2012上提出的条件差分密码分析。在他们的分析中,提出了一种在弱键设置下对189发Grain-128a进行区分攻击的方法。在本研究中,作者针对Grain-128a提出了两种新的条件差分攻击,即攻击A和攻击b。在攻击A中,作者成功检索了169轮Grain-128a的18个秘钥表达式。据我们所知,攻击A是第一个为简化的Grain-128a检索密钥表达式的攻击。在攻击B中,作者在弱键设置下将针对Grain-128a的区分攻击扩展到195发。到目前为止,就攻击的回合数而言,攻击B是减少Grain-128a的最著名的攻击。希望作者对Grain-128a设计的思考能够提供对这种紧凑流密码的见解。
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Conditional differential attacks on Grain-128a stream cipher
The well-known stream cipher Grain-128a is the new version of Grain-128. While Grain-128 is vulnerable against several introduced attacks, Grain-128a is claimed to be secure against all known attacks and observations on Grain-128. So far the only published single-key attack on Grain-128a is the conditional differential cryptanalysis proposed by Michael Lehmann et al. at CANS 2012. In their analysis, a distinguishing attack on 189-round Grain-128a in a weak-key setting was proposed. In this study, the authors present two new conditional differential attacks on Grain-128a, i.e. attack A and attack B. In attack A, the authors successfully retrieve 18 secret key expressions for 169-round Grain-128a. To the best of our knowledge, attack A is the first attack to retrieve secret key expressions for reduced Grain-128a. In attack B, the authors extend the distinguishing attack against Grain-128a up to 195 rounds in a weak-key setting. Thus far, attack B is the best known attack for reduced Grain-128a as far as the number of rounds attacked is concerned. Hopefully, the authors’ reflections on the design of Grain-128a provide insights on such compact stream ciphers.
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