The relationship between differences set pairs and perfect binary array pairs is given.
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。
Theoretical basis for using differences set pairs to research perfect binary array pairs is provided.
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。
The perfect punctured array pairs are used in a zero correlation zone (ZCZ), and then a construction method for ZCZ array pairs set is presented.
将最佳屏蔽阵列偶应用于ZCZ(零相关区)阵列中，提出了一种新的ZCZ阵列偶集的构造方法。
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。
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。
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