When the complementary sequences can be constructed , it is called constructible complementary sequence 特征序列对研究互补序列的特性具有重要意义。
Thus the sequence of nucleic acids on one chain defines a unique , complementary sequence on the other chain 这样在一条链上的核酸分子排列的顺序确定了一个独一无二的、互补的与另一条链相连接的次序。
The property of complementary sequence pairs is studied , and a new denotation figured by three sequences is introduced in this paper 互补序列偶是由4个序列组成的满足一定互补性的序列组,它是互补序列理论的相关概念的延伸。
As a new type of perfect signal , the complementary sequence pairs would possibly have good future application in communication engineering 目前发现的互补序列的核只有3种,所以其空间大小受到限制,因此引入了互补序列偶理论。
Complementary sequences are the most representative perfect signals that have good aperiodic correlation feature . the binary complementary sequences were introduced in 1949 具有良好非循环相关特性的最佳信号的序列中,互补序列最具有代表性。
In applied mathematics, complementary sequences (CS) are pairs of sequences with the useful property that their out-of-phase aperiodic autocorrelation coefficients sum to zero. Binary complementary sequences were first introduced by Marcel J.