1.
Research on ZCZ Array Pair and Complementary Sequence Pair Theory
ZCZ阵列偶与互补序列偶理论的研究
2.
Research on Binary Complementary Sequence and Binary Complementary Sequence Pairs;
二元互补序列及二元互补序列偶理论的研究
3.
Study of methods for constructing punctured binary complementary sequence pairs
屏蔽二元互补序列偶构造方法的研究
4.
The Search Method of Perfect Binary Complementary Sequence Pairs and Aperiodic Binary Sequence;
最佳二元互补序列偶及非周期二元序列的搜索算法的研究
5.
Research on Complete Complementary Sequence and Moudulation and Simulation Methods of Polyphase Orthogonal Sequence;
完全互补序列及多相正交序列调制仿真的研究
6.
The Research of Multiphase Orthogonal Sequence and Complete Complementary Sequence;
多相正交序列的相关性及完全互补序列的研究
7.
Ternary Signal Pairs and Supplementary Quaternary Array Theory;
三元信号偶及最佳四元互补阵列理论研究
8.
Research of Anti-multipath Interference Performance in CDMA System Based on Modified Complementary Series;
修正互补序列CDMA系统抗多径干扰性能研究
9.
Study on the Correlation Properties of Sequence Pair and the Ternary Signal Pair
序列偶相关性与三元信号偶理论研究
10.
Key Technologies of Communication and Location Complex Systems Based on Complement Sequences;
基于互补序列的通信测距复合系统关键技术研究
11.
The Application of Periodic Complementary Sequence in Extracting Multifocal Visual Evoked Potential;
周期互补序列在多焦视觉诱发电位提取中的应用
12.
A New Fast Convergent SSLE Algorithm for Inequality Constrained Optimization without Strict Complementarity;
约束优化无严格互补的快速收敛序列线性方程组算法
13.
A Superlinearly Convergent SSLE Algorithm for Optimization Problem with Linear Complementarity Constraints;
线性互补约束优化问题一个超线性收敛的序列线性方程组算法
14.
A Method to Reduce the PAPR by Complementary Golay Sequences and Reed-Muller Codes;
利用格雷互补序列和雷德密勒码来降低PAPR的方法
15.
The Coding Waveform Design for Instantaneous Polarization Measurement Based on Orthogonal Complementary Sequences
基于正交互补序列的瞬时极化测量编码波形设计
16.
We arrange its elements in ascending order, they are odd, even, odd, even, odd.
我们按其上升的顺序排列为奇、偶、奇、偶、奇。
17.
Binary Sequence Pair Sets with Zero Correlation Zone from Quadratic Difference Set and Difference Set Pair
由平方剩余差集与差集偶构造二元ZCZ序列偶集
18.
Divisible Difference Set Pair and Approach for the Study of Almost Perfect Binary Sequence Pair
可分差集偶与几乎最佳二元序列偶的研究