ON CROSS-CORRELATION OF A BINARY m-SEQUENCE OF PERIOD 2^{2k}- 1 AND ITS DECIMATED SEQUENCES BY (2^{lk} + 1)/(2^l + 1) - 源码 - 源码 - 免费下载

ON CROSS-CORRELATION OF A BINARY m-SEQUENCE OF PERIOD 2^{2k}- 1 AND ITS DECIMATED SEQUENCES BY (2^{lk} + 1)/(2^l + 1)

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资源说明：For two odd integers l; k with 0 < l < k and gcd(l; k) = 1, let m = 2k and d = (2^{lk}+1)/(2^l+1). In this paper, we study the cross-correlation between a binary m-sequence (st) of length 2^m-1 and its d-decimated sequences (s_{dt+u}); 0<=u < 2k+13 : It is shown that the maximum magnitude of cross-correlation values is 2^{m/2+1}+1: Moreover, a new sequence family with maximum correlation magnitude 2^{m/2+1} + 1 and family size 2^{m/2} is proposed.

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