A Derivation of the Phase Difference between n-Tuples of an M-Sequence by Arithmetic over a Finite Field

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概要

• 論文の詳細を見る

• This paper presents a new method to derive the phase difference between n-tuples of an m-sequence over GF(p) of period p^n-1. For the binary m-sequence of the characteristic polynomial f(x)=x^n+x^d+1 with d=1,2^c or n-2^c, the explicit formulas of the phase difference from the initial n-tuple are efficiently derived by our method for specific n-tuples such as that consisting of all 1's and that cosisting of one 1 and n-10's, although the previously known formula exists only for that consisting of all 1's.

• 社団法人電子情報通信学会の論文
• 1993-10-25

著者

• Imamura Kyoki

  The Department Of Computer Science And Electronics Kyushu Institute Of Technology

• MORIUCHI Tsutomu

  Department of Information and Electronic Engineering, Yatsushiro National College of Technology

• Moriuchi T

  Yatsushiro National Coll. Technol. Kumamoto Jpn

• Moriuchi Tsutomu

  the Yatsushiro National College of Technology

関連論文

• Relations between Several Minimum Distance Bounds of Binary Cyclic Codes
• Correlation Distribution of a Set of Quaternary Sequences Modified from the Binary Gold Sequences
• On Characteristic Polynomials for Sequences with Maximum Period over Z_
• Linear Complexities of Periodic Sequences Obtained from Sequences over Z_4 and Z_8 by One-Symbol Substitution
• Maximum Order Complexity for the Minimum Changes of an M-Sequence
• Balanced Nonbinary Sequences Obtained from Modified Nonbinary Kasami Sequences
• A Derivation of the Phase Difference between n-Tuples of an M-Sequence by Arithmetic over a Finite Field

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