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。
By making use of these properties and conditions, the searching efficiency for the almost perfect punctured binary sequence pairs can be improved significantly.
本文针对一种新的信号形式一阵列偶，对阵列偶、最佳二进阵列偶以及准最佳二进阵列偶理论进行了综合探讨。
This paper aims at a new form signal-array pair, the theory of array pairs, perfect binary pairs and quasi-perfect binary array pairs is discussed synthetically.
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.
提出了广义伪随机屏蔽二进序列偶，给出了其变换性质、组合允许条件。
Generalized pseudorandom punctured binary sequence pair along with the transformation properties and combinatorial limited conditions are presented.
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。
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.
定义了一种新的最佳相关信号，即奇周期最佳屏蔽二进序列偶。
This paper presents a new kind of perfect correlation signal, that is, odd-periodic perfect punctured binary sequence pair.
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.
为应用差集偶这种区组设计的方法研究最佳二进阵列偶提供了理论依据。
Theoretical basis for using differences set pairs to research perfect binary array pairs is provided.
研究了差集偶的性质，给出了差集偶与最佳二进阵列偶之间的关系。
The relationship between differences set pairs and perfect binary array pairs is given.
我们得到了最佳二进序列存在的必要条件，给出一类差集偶的直接构造方法。
We obtained necessary conditions for the existence of perfect binary sequences, and presented a direct construction for a class of difference sets pairs.
同时研究了奇周期最佳几乎二进序列偶的变换性质和频谱特性，给出了一些组合允许条件。
The transformation features and Fourier spectrum of odd-periodic perfect almost binary sequence pair are studied. Some combined admissibility conditions are also given out.
差集偶是一类新的组合设计，一类特殊的差集偶与最佳二进阵列偶是等价的。
A special class of difference set pairs is equal to the perfect binary arrays pairs.
完美二进序列偶是完美二进序列的推广，其对应的组合结构称为差集偶。
The uniqueness of almost perfect punctured binary sequence pair is put forward and proved.
完美二进序列偶是完美二进序列的推广，其对应的组合结构称为差集偶。
The uniqueness of almost perfect punctured binary sequence pair is put forward and proved.
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