White, red, green, blue and their complementary colors, black, cyan, magneta and yellow are used to code the grating based on the binary system. 其中投影光栅用白、红、绿、蓝和它们的补色黑、青、品、黄按照四位二进制原理对光栅进行编码。
By taking advantage of the characters of dyadic theory, a new method for constructing families of perfect periodic complementary binary sequences pairs ( PCSPF) is proposed. 文中利用并元变换的不进位性质,给出了一种构造最佳周期互补二元序列偶族的新方法。
The Boolean Function Description of The Families of Dyadic Complementary Binary Sequences 并元互补二元序列族的布尔函数刻划
Families of Almost Perfect Periodic Complementary Binary Sequence Pairs 几乎最佳周期互补二元序列偶族
A new sketch of the equivalence of binary Bent complementary functions family and binary dyadic complementary sequences is presented. The proof of a known result is also simplified. Furthermore, Bent complementary functions family is generalized to Zq. 对Bent互补二元函数族和并元互补二元序列族的等价关系做了新的刻画,简化了一个已有结果的证明,并把Bent互补函数族推广到了Zq上。
Construction for Complementary Binary Arrays Families 互补二元阵列族的构造
The method of searching the families of dyadic complementary binary sequences by computer is given. 最后给出了并元互补二元序列族的计算机搜索方法。
Two or more binary sequences are called as a set of odd-periodic complementary binary sequences ( OPCS) if the sum of their respective odd-periodic autocorrelation function is a delta function. 如果两个以上二元序列的奇周期自相关函数之和是一个冲击函数,这些序列称为奇周期二元互补序列集(简记为OPCS)。
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
The concept of almost perfect autocorrelation sequence pairs is presented, and the theory of families of almost perfect periodic complementary binary sequence pairs ( APCSPF) is given on the basis of the almost perfect autocorrelation sequence pairs. 为了提供数量更多且具有良好相关性的序列,在几乎最佳自相关序列偶的基础上,提出了一种新的二元序列族&几乎最佳周期互补二元序列偶族(APCSPF)。
Families of Periodic Complementary Binary Arrays 周期互补二元阵列族的谱特性
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。
The families of dyadic complementary binary sequences 并元互补二元序列族