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Further results on ternary complementary sequences, orthogonal designs and weighing matrices

2011
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The Australasian Journal of Combinatorics
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A set of sequences is complementary, if the sum of their periodic or nonperiodic autocorrelation function is zero. Infinite families of orthogonal designs, based on some weighing matrices of order 2n, weight 2n − k and spread σ, are constructed from two circulants matrices by using complementary sequences of zero non-periodic autocorrelation function, i.e. ternary complementary pairs. Moreover, a new measure is introduced, called ζ-efficiency, for ternary complementary pairs and some of its

dblp:journals/ajc/KoukouvinosS11
fatcat:s5wbglxsobe7fcmi47pwp7npme