一种用于密码分析LFSRs和基于NLFSRs的流密码的dna贴纸算法

S. Sadkhan, B. S. Yaseen
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引用次数: 11

摘要

本文提出了一种基于DNA贴纸模型的算法,这是一种可计算模型,它是一种模拟分子计算的并行计算,就像Adelman的DNA计算实验一样,它演示了如何使用基于贴纸的模型设计一种简单的基于DNA的算法来攻击基于线性和非线性反馈移位寄存器(FSR)的流密码。该算法首先通过基于贴纸的模型构建了包含密码和寄存器首字母的存储复合体的所有整体解空间的试管。然后,通过生物运算,分离和组合,从内存复合体的TEST TUBE中去除编码非法的plain和key stream,该决策基于验证一个key stream位,该位由LFSRs方程的输出表示。该模型预测单链DNA分子的两组基本组,一组是遗传基,另一组是位串,通过DNA计算的可能性,在解空间中进行并行搜索,并利用代数密码的密码分析方法作为是否接受解的决策技术,重复操作,直到找到一个解或有限的解组。该算法的主要优点是密码字符数量有限,并且可以找到一个精确的解。本文的工作集中在展示DNA计算概念作为破解密码系统的强大工具的适用性。
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A DNA-Sticker Algorithm for Cryptanalysis LFSRs and NLFSRs Based Stream Cipher
In this paper, We propose DNA sticker model based algorithm, a computability model, which is a simulation of the parallel computations using the Molecular computing as in Adelman’s DNA computing experiment, it demonstrates how to use a sticker-based model to design a simple DNA-based algorithm for attacking a linear and a non-linear feedback shift register (FSR) based stream cipher. The algorithm first construct the TEST TUBE contains all overall solution space of memory complexes for the cipher and initials of registers via the sticker-based model. Then, with biological operations, separate and combine, we remove those which encode illegal plain and key stream from the TEST TUBE of memory complexes, the decision based on verifying a key stream bit this bit represented by output of LFSRs equation. The model anticipates two basic groups of single stranded DNA molecules in its representation one of a genetic bases and second of a bit string, It invests parallel search into the space of solutions through the possibilities of DNA computing and makes use of the method of cryptanalysis of algebraic code as a decision technique to accept the solution or not, and their operations are repeated until one solution or limited group of solutions is reached. The main advantages of the suggested algorithm are limited number of cipher characters, and finding one exact solution The present work concentrates on showing the applicability of DNA computing concepts as a powerful tool in breaking cryptographic systems.
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