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New Families of -ary Sequences of Period With Low Maximum Correlation Magnitude
Let be an odd prime such that and be an
odd integer. In this paper, two new families of -ary sequences of period are constructed by two decimated -ary m-sequences
and , where and . The upper bound on the
magnitude of correlation values of two sequences in the family is derived using
Weil bound. Their upper bound is derived as and the family size is 4N, which is four
times the period of the sequence.Comment: 9 page, no figure