Mar 2, 2020 · A pair of sequences is referred to as a type-II Z-complementary pair (ZCP) if their out-of-phase aperiodic autocorrelation sums (AACSs) ...

Jun 10, 2020 · In 2014, Liu et al. gave definition of type-II binary ZCPs, including their optimal and Z-optimal conditions, introduced insertion and deletion ...

A pair of sequences is referred to as a type-II Z-complementary pair (ZCP) if their out-of-phase aperiodic autocorrelation sums (AACSs) equal zeros for ...

Apr 11, 2020 · The proposed constructions can generate optimal Type-II ZCPs with new flexible parameters and Z-optimal Type-II ZCPs with any odd length. In ...

A pair of sequences is referred to as a type-II Z-complementary pair (ZCP) if their out-of-phase aperiodic autocorrelation sums (AACSs) equal zeros for ...

We show that each optimal OB-ZCP has maximum. ZCZ width of (N + 1)/2, and minimum out-of-zone aperiodic sum magnitude of 2, where N denotes the sequence length ...

We show that each optimal OB-ZCP has maximum ZCZ width of (N +1)/2, and minimum out-of-zone aperiodic sum magnitude of 2, where N denotes the sequence length ( ...

Feb 24, 2023 · There are two types of binary Z-complementary pairs (ZCPs), Type-I ZCPs and Type-II ones. Existing known Z-optimal. Type-II Odd-Length ...

Optimal odd-length binary ZCPs (OB-ZCPs) display closest correlation properties to Golay complementary pairs (GCPs) in that each OB-ZCP achieves maximum ZCZ of ...

Our constructions can generate Z-optimal Type-II QZCPs for some even lengths and Type-II odd-length QZCPs (O-QZCPs) with large ZCZ widths for certain cases.