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两种基于欧拉定理的背包概率加密体制

Two Kinds of New Knapsack of Probabilistic Cryptosystem Based on Euler Theorem
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摘要 本文根据欧拉定理对背包加密体制进行了改进,为了防止破译,采取了变形序列,将超递增序列转化为非超递增的伪随机序列,使得每次加密的密文都不同,加大了破译密文的难度.从而提高了背包加密体制的安全性. Based on Euler Theorem, the knapsack of Merkle-Hellman of cryptosystem is improved in this paper. In order to prevent decipher, the paper adopt a deformation of the sequence, making the superincreasing sequence into a non-super increasing pseudo-random sequence so that the cryptograph different once we encrypted each time. Therefore, the algorithm has increased the difficulty of deciphering the cryptograph , Consequently, the security of is the knapsack of cryptosystem has been strengthened.
出处 《中央民族大学学报(自然科学版)》 2009年第1期82-85,共4页 Journal of Minzu University of China(Natural Sciences Edition)
基金 国家自然科学基金(No.10471148) 中央民族大学"十五"重点科研项目资助
关键词 非超递增序列 概率加密 背包加密体制 贪心算法 伪随机序列 non-super increasing sequence probabilistic probabilistic encryption scheme encrypting scheme of knapsack greedy algorithm pseudo-random sequence
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  • 2Merkle R C and Hellman M E.Hiding Information and signatures in Trapdoor knapsack[J].IEEE.trans.on Inform.Theory,1978,I T-24:525-530.
  • 3赖溪松 韩亮 张真诚.计算机密码学[M].北京:国防工业出版社,2001..

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