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Cryptanalysis of a Chaotic Stream Cipher and Its Improved Scheme

机译:混沌流密码的密码分析及其改进方案

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In this paper, the security performance for an 8D self-synchronous and feedback-based chaotic stream cipher with the low 8 bits of state variables for encryption is analyzed. According to known-plaintext attack and divide-and-conquer attack, only the second plain-pixel and its corresponding cipher-pixel are required to decipher the secret keys a1i,a2i,a3i (i = 1, 2,…, 8) by properly setting 64 different kinds of initial conditions. Then, according to chosen-ciphertext attack and divide-and-conquer attack, it is found that under the condition of selecting the ciphertext as zero, the original chaotic equation is degenerated as a linear one. So, by setting appropriate initial conditions, the secret keys a4i,a5i,a6i,a7i,a8i (i = 4, 5, 6, 7, 8) can be deciphered with only four iterative operations. As for the secret keys a4i,a5i,a6i,a7i,a8i (i = 1, 2, 3) multiplied by ciphertext and the secret keys σi,??i (i = 1, 2, 3) related to nonlinear functions, maybe a more powerful attack method is required for these secret keys to be deciphered. Finally, an improved chaotic stream cipher scheme equipped with the low 8 bits derived from nonlinear operation of multiple state variables for encryption is proposed for improving the ability to resist divide-and-conquer attack and chosen-ciphertext attack.
机译:在本文中,分析了8D自同步和基于反馈的混沌流密码的安全性能,具有用于加密的8位的8位。根据已知的明文攻击和划分和征服攻击,仅需要第二纯片像素及其相应的密码像素来破译秘密键A1I,A2i,A3i(i = 1,2,...,8)正确设置64种不同类型的初始条件。然后,根据所选择的密文攻击和分行和征服攻击,发现在选择密文的条件下为零,原始混沌方程作为线性redenear。因此,通过设置适当的初始条件,可以仅利用四个迭代操作来解密秘密键A4i,A5i,A6i,A7i,A8i(i = 4,5,6,6,8)。至于秘密键A4i,a5i,a6i,a7i,a8i(i = 1,2,3)乘以密文和秘密键Σi,?? i(i = 1,2,3)与非线性函数相关,也许这些秘密密钥要破译需要更强大的攻击方法。最后,提出了一种配备有来自多个状态变量的非线性操作的低8位进行加密的改进的混沌流密码方案,以提高抵抗分行和征服攻击和所选密文攻击的能力。

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