| Typical Peak Sidelobe Level of Binary Sequences (2009) | |||||||||||||||||
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| Abstract. For a binary sequence Sn = {si: i = 1, 2,..., n} ∈ {±1} n, n> 1, the peak sidelobe level (PSL) is defined as M(Sn) = max k=1,2,...,n−1 | n−k ∑ sisi+k|. i=1 It is shown that the distribution of M(Sn) is strongly concentrated, and asymptotically almost surely, γ(Sn) = M(Sn) n ln n | |||||||||||||||||
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