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由二元周期序列添加或删除一个比特所得序列的线性复杂度

The Linear Complexity of the Period Sequences Obtainedfrom the Binary Sequeces by One-Symbol Delete or Insert
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摘要 文章研究了由二元周期序列添加或删除一个比特后所得序列线性复杂度的上界和下界。 In this paper,we will get the lower bound and the upper bound of the linear complexity of period sequences obtained from a binary period sequence by one symbol delete or one symbol insert.
出处 《信息工程大学学报》 2004年第2期1-3,42,共4页 Journal of Information Engineering University
基金 国家自然科学基金资助项目(60373092)
关键词 流密码 线性复杂度 添加比特 删除比特 stream chiper linear complexity delete bit insert bit
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参考文献2

  • 1[1]Satoshi Uehara, Kyoki Imamura.Linear complexity of Periodic Sequences Obtained from a Sequence over GF(p) with Period pn-1 by One-symbol Deletion [J].IEICE Tranc. Fundamentals,1997,E80-A(6):1164-1166.
  • 2[2]Kyoki Imamura,T Moriuchi,Satoshi Uehara.Linear complexity of periodic sequences obtained from GF(q) sequences with period qn-1 by one-symbol insertion [J].IEICE Tranc. Fundamentals,1996,E79(10):1738-1740.

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