An Excellent Permutation Operator for Cryptographic Applications

机译：密码学应用的出色置换运算符

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Permutations are a core component of almost every cipher. No matter if we consider the DES, AES or most of the other encryption algorithms relevant nowadays, we always find permutation operators as essential building blocks inside. In this contribution we will introduce key-dependent permutation operators of provably excellent quality inspired by chaotic Kolmogorov flows. Prom chaotic systems theory it is known that the class of Kolmogorov flows exhibits the highest degree of instability among all dynamical systems. As will be derived and proven in detail in this paper, these outstanding properties make them a perfect inspiration for developing a novel class of strong cryptographic permutation operators.

机译：排列几乎是每个密码的核心组成部分。不管我们现在是否考虑使用DES，AES或大多数其他加密算法，我们始终会发现置换运算符是内部必不可少的构建基块。在这一贡献中，我们将介绍受混沌Kolmogorov流启发而证明具有卓越品质的关键相关置换运算符。舞会混沌系统理论众所周知，在所有动力学系统中，柯尔莫哥洛夫流的类别表现出最高的不稳定性。正如将在本文中详细推导和证明的那样，这些出色的特性使其成为开发新型强密码置换算符的理想灵感。

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《International Conference on Computer Aided Systems Theory(EUROCAST 2005); 20050207-11; Las Palmas de Gran Canaria(ES)》|2005年|P.317-326|共10页
会议地点 Las Palmas de Gran Canaria(ES)
作者
Josef Scharinger;
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作者单位

Johannes Kepler University, Institute of Computational Perception, 4040 Linz, Austria;

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会议组织
原文格式 PDF
正文语种 eng
中图分类机器辅助技术;
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机译：置换多项式的一些密码学应用。

An Excellent Permutation Operator for Cryptographic Applications

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