Linear Complexity of Quaternary Sequences Generated Using Generalized Cyclotomic Classes Modulo 2p

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概要

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• Let p be an odd prime number. We define a family of quaternary sequences of period 2p using generalized cyclotomic classes over the residue class ring modulo 2p. We compute exact values of the linear complexity, which are larger than half of the period. Such sequences are ‘good’ enough from the viewpoint of linear complexity.

• （社）電子情報通信学会の論文
• 2011-05-01

著者

• Du Xiaoni

  College Of Mathematics And Information Science Northwest Normal University

• Chen Zhixiong

  Key Lab Of Applied Mathematics Putian University

• Du Xiaoni

  College Of Mathematics And Information Science Northwest Normal Univ.

• Du Xiaoni

  College Of Mathematic And Information Science Northwest Normal University

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