The periodic correlation bounds of binary sequence pairs are derived.
给出了二元序列偶在周期相关条件下的理论界。
A new perfect correlation signal was proposed, which can be called as almost perfect punctured binary sequence pairs.
提出一种新的最佳相关信号，即几乎最佳屏蔽二进序列偶，研究了其变换性质和存在组合的允许条件。
By making use of these properties and conditions, the searching efficiency for the almost perfect punctured binary sequence pairs can be improved significantly.
运用这些性质和条件可以缩小几乎最佳屏蔽二进序列偶的搜索范围，提高计算机搜索的效率。
The uniqueness of pseudorandom binary array pairs and pseudorandom binary sequence pairs are proved as the specific cases of binary array pairs with two-level autocorrelation.
提出并证明了二值自相关二进阵列偶的唯一性问题，将伪随机二进阵列偶和伪随机二进序列偶作为其特例证明也满足唯一性。
A new perfect correlation signal was proposed, which can be called as almost perfect punctured binary sequence pairs. Its properties and combinatorial admissibility conditions were studied.
提出一种新的最佳相关信号，即几乎最佳屏蔽二进序列偶，研究了其变换性质和存在组合的允许条件。
A new perfect correlation signal was proposed, which can be called as almost perfect punctured binary sequence pairs. Its properties and combinatorial admissibility conditions were studied.
提出一种新的最佳相关信号，即几乎最佳屏蔽二进序列偶，研究了其变换性质和存在组合的允许条件。
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