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Another New Family of Gold-Like Sequences

In this correspondence, for a positive odd integer n, a new family U of binary sequences with 2 + 1 sequences of length 2 − 1 taking three valued nontrivial correlations −1 and −1 ± 2 n+1 2 is presented. This family U is consturcted using the families introduced by Boztas and Kumar[4] , Kim and No [7]. This family has the same correlation distribution as that of the well-known Gold sequences. So this family can be considered as another new class of Gold-like sequences.