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Perfect Gaussian Integer Sequences of Odd Period - | IEEE Journals & Magazine | IEEE Xplore

Perfect Gaussian Integer Sequences of Odd Period {2^m} - 1


Abstract:

In this letter, some perfect Gaussian integer sequences of period 2m - 1 are proposed based on the trace representations of Legendre sequences, Hall's sextic residue sequ...Show More

Abstract:

In this letter, some perfect Gaussian integer sequences of period 2m - 1 are proposed based on the trace representations of Legendre sequences, Hall's sextic residue sequences, m-sequences, and Gordon-Mills-Welch (GMW) sequences over the finite field \BBF2m. Moreover, the energy efficiency of these sequences is approximately 1 for sufficiently large m.
Published in: IEEE Signal Processing Letters ( Volume: 22, Issue: 7, July 2015)
Page(s): 881 - 885
Date of Publication: 26 November 2014

ISSN Information:


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