1) difference set pairs
差集偶
1.
A special class of difference set pairs is equal to the perfect binary arrays pairs.
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。
2.
This paper gives direct constructions for two classes of difference set pairs,which proves the exis-tence of(4t,2t-2,2t,t-1,t-1)-difference set pairs and(4t,2t-2,2t,t,t)-difference set pairs.
给出两类差集偶的直接构造,证明了(4t,2t-2,2t,t-1,t-1)-差集偶和(4t,2t,2t,t,t)-差集偶的存在性。
2) difference set pair
差集偶
1.
Perfect binary sequence pair constitutes a generalization of perfect binary sequence,difference set pair is its corresponding combinatorial configuration.
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。
2.
A new class of binary sequence pair sets with zero correlation zone(ZCZ) is constructed by interleaving characteristic sequences from quadratic difference set (4t-1,2t-1,t-1)-DS and sequence pairs from difference set pair(N,p,q,e,λ)-DSP.
提出了一种利用平方剩余差集(4t-1,2t-1,t-1)-DS和差集偶(N,p,q,e,λ)-DSP构造二元零相关区(ZCZ)序列偶集的方法。
3) differences set pairs
差集偶
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
2.
A new block design(differences set pairs) is defined.
本文提出了一类新的区组设计———差集偶的概念 。
4) Almost difference set pairs
几乎差集偶
6) unequal set difference set pair
不等势集差集偶
1.
And the unequal set difference set pair is proposed, which is proved to be useful in construction of two-level autoco.
同时文中提出了不等势集差集偶的区组设计概念,给出了与二元二值自相关不等周期序列偶间的等价关系,从而为二元二值自相关不等周期序列偶的数学构造提供了有力依据。
补充资料：差差
1.犹参差。不齐貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条