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参数可变的离散混沌加密系统 被引量:1

Discrete chaotic cryptography using changing parameters
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摘要 提出一种参数动态可变的离散混沌加密算法,该算法使用线性同余随机数发生器产生混沌映射的系统参数和迭代次数对应子密钥使用顺序,同时通过输出反馈方式动态改变混沌映射初值、迭代次数以及线性同余随机数发生器参数,输出与明文相加取模后生成密文。实验结果和安全性分析表明,该算法密钥空间大,对明文和密钥敏感,能有效抵抗选择明文等穷举攻击和统计分析攻击。 This paper proposed a new chaotic cryptosystem based on the logistic map using changed parameters. System parameters and the order of sub-key corresponding to the iterative number of chaotic map were used by using linear congruent generators, changed the initial number and iterative number of chaotic map and LCG parameters dynamically by output feedback. Added their outputs to plaintext with modulus to produce ciphertext. Simulation results and security analyses shox~ that the proposed cryptosystem has large key space, high sensitivity to key and plaintext, and can resist the brute attack as chosen plaintext attack and statistical attack.
出处 《计算机应用研究》 CSCD 北大核心 2008年第10期3094-3096,共3页 Application Research of Computers
基金 国家自然科学基金资助项目(60671033) 国家教育部博士点基金资助项目(2006061405)
关键词 离散混沌加密系统 混沌映射 分组密码 discrete chaotic cryptosystem chaotic map block cipher
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参考文献11

  • 1BAPTISTA M S. Cryptography with chaos[ J]. Phys Lett A, 1998, 240(1-2) :50-54.
  • 2WONG W K, LEE L P,WONG K W. A modified chaotic cryptographic method[ J]. Gomput Phys Commun, 2000,138(3) :234-236.
  • 3WONG K W. A fast chaotic cryptography scheme with dynamic lookup table[J]. Phys Lett A, 2002,298(4) :238-242.
  • 4WONG K W,HO S W,YUNG C K. A chaotic cryptography scheme for generating short eiphertext [J]. Phys Lett A, 2003,310 (1) :67-73.
  • 5ALVAREZ G, MONTOYA F, ROMERA M, et al. Cryptanalyzing an improved security modulated chaotic encryption scheme using ciphertext absolute value[ J ]. Chaos, Solitons and Fractals, 2005,23 (5) : 1749-1756.
  • 6CHEN Yong, LIAO Xiao-feng. Cryptanalysis on a modified Baptistatype cryptosystem with chaotic masking algorithm[ J]. Phys Lett A, 2005,342 ( 5 ) : 389- 396.
  • 7ALVAREZ G, MONTOYA F, ROMERA M, et al. Cryptanalysis of dynamic look-up table based chaotic cryptosystems[J]. Phys Let A, 2004,326 (3-4) :211-218.
  • 8ALVAREZ G, MONTOYA F, ROMERA M, et al. Cryptanalysis of an ergodic chaotic cipher[J]. Phys Lett A, 2003,311 (2- 3 ) : 172-179.
  • 9ALVAREZ G, MONTOYA F, ROMERA M, et al. Cryptanalysis of a discrete chaotic cryptosystem using external key [ J ]. Phys Lett A, 2003,319(3 ) :334-339.
  • 10TANG Hui-chin. An analysis of linear eongruential random number generators when multiplier restrictions exist[J]. European Journal of Operational Research, 2007,182(2 ) : 820-828.

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