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Improved Key Recovery Attacks on Simplified Version of K2 Stream Cipher

机译:改进了K2流密码简化版本的关键恢复攻击

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The K2 stream cipher, designed for 32-bit words, is an ISO/IEC 18033 standard and is listed as a recommended algorithm used by the Japanese government in the CRYPTREC project. The main feature of the K2 algorithm is the use of a dynamic feedback control mechanism between the two linear feedback shift registers, which makes the analysis of the K2 algorithm more difficult. In this paper, for its simplified version algorithm, a key recovery attack is performed by using differential attacks. Firstly, for the unknown key, the same Ⅳ is fixed in two chosen Ⅳ differential attacks, and we use the input differences and the output differences of the S-box to recover the input of S-box; the internal state values can be uniquely determined by taking intersection of the input of S-box. This technology is used to improve the key recovery attack of seven-round algorithm proposed by Deike Priemuth-Schmid. Secondly, we find the constraint relationship between the keystream equations and the unknown differences by introducing the guess difference bit and eliminate the impossible differences by the constraint relationship. Thus, we expand the key recovery attack from seven to nine rounds. The time complexity of the attack is O(2~(113.93)), the data complexity is O(2~(8.71)) and the success rate is 99.07%.
机译:K2流密码设计为32位单词,是ISO / IEC 18033标准,并被列为日本政府在CRYPTREC项目中使用的推荐算法。 K2算法的主要特征是在两个线性反馈移位寄存器之间使用动态反馈控制机制,这使得对K2算法的分析更加困难。本文为其简化的算法,通过使用差异攻击来执行密钥恢复攻击。首先,对于未知的键,相同的ⅳ在两个选择的ⅳ差分攻击中固定,我们使用输入差异和S盒的输出差异来恢复S盒的输入;通过乘坐S盒的输入,可以独特地确定内部状态值。该技术用于改善Deike Priemuth-Schmid提出的七轮算法的关键恢复攻击。其次,我们通过引入猜测差异位并消除由约束关系来消除不可能的差异来找到键盘方程与未知差异之间的约束关系。因此,我们将关键恢复攻击扩展到七回合。攻击的时间复杂性是O(2〜(113.93)),数据复杂性为O(2〜(8.71)),成功率为99.07%。

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