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Article
Multiplication of sequences with zero autocorrelation
Faculty of Informatics - Papers (Archive)
  • Christos Koukouvinos
  • Stratis Kounias
  • Jennifer Seberry, University of Wollongong
  • C. H. Yang
  • Joel Yang
Publication Date
1-1-1994
Publication Details

Christos Koukouvinos, Stratis Kounias, Jennifer Seberry, C. H. Yang, Joel Yang, Multiplication of sequences with zero autocorrelation, Australasian Journal Combinatorics, 10, (1994), 5-15.

Abstract

Near normal sequences of new lengths n = 4m + 1 = 49,53,57 are constructed. The relation between a special set of near normal sequences and Golay sequences is discussed. A reformulation of Yang's powerful theorems on T-sequences is also given. We give base sequences for lengths m + p, m + p, m, m for p = 1 and m є {19, ... ,30}. Some of these are new lengths, or new decompositions into four squares for n and constructed here for the first time.

Citation Information
Christos Koukouvinos, Stratis Kounias, Jennifer Seberry, C. H. Yang, et al.. "Multiplication of sequences with zero autocorrelation" (1994)
Available at: http://works.bepress.com/jseberry/322/