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1)  families of dyadic complementary binary sequences
并元互补二元序列族
1.
In this paper, at first, the equivalent relationship between the families of dyadic complementary binary sequences and a family of Boolean functions is given, and then the families of dyadic complementary binary sequences are studied by using the families of Boolean functions.
本文首先给出了并元互补二元序列族与一类布尔函数族的等价关系,然后采用布尔函数族对并元互补二元序列族进行了研
2)  binary complementary sequence
二元互补序列
1.
The features of binary complementary sequence together with its achievements were summarized in this paper.
综述了二元互补序列的性质和已取得的成果,用计算机搜索方法研究了二元互补序列的等价类和核。
2.
The binary complementary sequences known are only a little, which can t satisfy the need of engineering.
二元互补序列是具有良好非周期自相关特性的一种最佳信号形式,是由Golay最先提出并开始研究的。
3)  binary complementary sequence pair
二元互补序列偶
1.
So, binary complementary sequence pair was studied on the basis of binary complementary sequence.
因而,在二元互补序列的基础上引入序列偶的概念,产生了二元互补序列偶这种最佳信号形式。
4)  periodic complementary binary sequence pairs
周期互补二元序列偶
1.
Research on differences set pairs and periodic complementary binary sequence pairs;
差集偶与周期互补二元序列偶的研究
5)  perfect complementary binary sequence pairs
最佳互补二元序列偶
1.
Construction of perfect complementary binary sequence pairs based on finity field theory;
基于有限域理论的最佳互补二元序列偶的构造方法
6)  complementary binary sequence pair set
二元互补序列偶集
1.
The concept of complementary binary sequence pair set and its mate under aperiodic correlation condition was defined.
定义了非周期相关下二元互补序列偶集以及伴集的概念,提出了多种伴集的构造方法,并进行了理论证明。
补充资料:上元怀古二首
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