一种新的快速分组密码设计:COS密码

E. Filiol, Djessy Vianne, C. Fontaine
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引用次数: 2

摘要

在设计密钥密码时,有一种方法是在流密码的基础上构造分组密码,这是迄今为止很少考虑的。然而,它将结合双方的优势,而没有各自的缺点。目前只有很少的尝试,我们在这里提出了一种全新的分组密码设计方法。通过使用强布尔函数和非线性反馈移位寄存器(NLFSR),我们构建了一组块密码,称为交叉系统(COS)密码,具有任意块大小,密钥大小为128、256或192位。它基于一种称为交叉的新设计,使用nlfsr的内部状态作为加密输出块的组成部分。已经开发了两个版本:一个考虑任何类型的明文,另一个致力于无冗余的明文(例如压缩)。
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A new, fast block cipher design: COS ciphers
When designing secret key ciphers, one approach which has not been very often considered so far, is the construction of block ciphers out of stream ciphers. It nevertheless would combine the advantage of both sides without their respective drawbacks. Only few attempts have been presented yet, and we propose here a completely new approach to block cipher design. By using strong Boolean functions and non-linear feedback shift register (NLFSR), we build a family of block ciphers called crossing over system (COS) ciphers, with arbitrary block size, and a key size of 128, 256 or 192 bits. It is based on a new design called crossing-over, using the internal state of NLFSRs as the constituent of the ciphering output blocks. Two versions have been developed: one considers any kind of plaintext, and the other one is devoted to plaintext without redundancy (e.g. compressed).
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