Trace Representation of a New Class of Sextic Residue Sequences of Period p≡3 (mod 8)
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概要
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A new class of sextic residue sequences of period prime p = 4u2 + 27 = 6f + 1 ≡ 3 (mod 8) are presented. Their trace function representations are determined. And the exact value of the linear complexity is derived from the trace function representations. The result indicates that the new sextic sequences are quite good from the linear complexity viewpoint.
- 2009-02-01
著者
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CHEN Zhixiong
Key Lab of Applied Mathematics, Putian University
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Du Xiaoni
College Of Mathematics And Information Science Northwest Normal University
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Chen Zhixiong
Key Laboratory Of Applied Mathematics Putian University
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Sun Rong
State Key Laboratory Of Integrated Service Networks Xidian University
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Sun Rong
State Key Lab Of Isn Xidian University
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SHI Ailing
Department Of Basic Science BUCEA
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Du Xiaoni
Northwest Normal Univ. Gansu Chn
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Chen Zhixiong
Key Lab Of Applied Mathematics Putian University
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Du Xiaoni
College Of Mathematics And Information Science Northwest Normal Univ.
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Du Xiaoni
College Of Mathematic And Information Science Northwest Normal University
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