New Sets of Even-Length Binary Z-Complementary Pairs

Abstract

This paper is focused on constructing even-length binary Z-complementary pairs (EB-ZCPs) with new length. Inspired by a recent work of Adhikary et al., we give a construction of EB-ZCPs with lengths 8N + 4 (where N = 2α10β26γ and α, β, γ are nonnegative integers) and zero correlation zone (ZCZ) widths 5N + 2. The maximum aperiodic autocorrelation sums (AACS) magnitude of the proposed sequences outside the ZCZ region is 8. It turns out that the generated sequences have low PAPR.