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   序列偶理论 的翻译结果: 查询用时:0.019秒
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序列偶理论
相关语句
  sequence pairs
     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
短句来源
     Applying the theory of sequence pairs,a new spreading sequence set is defined in this paper which is a ZCZ sequence pairs set. In addition,an iterative algorithm for constructing the ZCZ sequence pairs set is presented.
     应用序列偶理论,定义一种新形式的扩频序列集———ZCZ序列偶集合,并介绍一种构造ZCZ序列偶集合的迭代方法。
短句来源
     This paper uses the theory of sequence pairs and integrates the relevant features of ZCZ sequence to define a novel spread spectrum sequence set,i. e.
     应用序列偶理论,结合ZCZ序列的相关特性,定义了一种适用于准同步CDMA系统的新型扩频序列集———ZCZ序列偶集合。
短句来源
     Applying the theory of sequence pairs,this paper defines a new spread spectrum sequence set,or a ZCZ sequence pairs set. In addition,an iterative method for constructing ZCZ sequence pairs set is presented,the method can generate sets of ZCZ sequences having a longer zero-correlation zone,suitable for quasi-synchronous CDMA systems.
     应用序列偶理论,定义了1种新型的扩频序列集———ZCZ序列偶集合,提出了1种构造ZCZ序列偶集合的迭代法,该方法构造的ZCZ序列偶集合具有较长的零相关区,可用作准同步CDMA系统的扩频序列。
短句来源
     Applied the theory of sequence pairs, this paper defines a new ZCZ sequence pairs and discusses the transform properties of ZCZ sequence pairs. In addition, a method for constructing ZCZ sequence pairs set is presented.
     本文应用序列偶理论,定义了一类新型的ZCZ序列偶,讨论了ZCZ序列偶的变换性质,并提出了一种构造 ZCZ序列偶集合的方法。
  “序列偶理论”译为未确定词的双语例句
     Research on Odd-Periodic Perfect Almost Binary Sequence Pair
     奇周期最佳几乎二进序列偶理论研究
短句来源
     On the other hand, a new kind of discrete signal is presented in this paper, which is the punctured binary sequence pair and the punctured binary array pair. The entire theory systems of the punctured binary sequence pair and the punctured binary array pair are built, which include the perfect punctured binary sequence pair theory, the perfect punctured binary array pair theory, the quasi-perfect and double quasi-perfect binary array pair theory, and the punctured binary complementary sequence pair theory.
     另一方面,本文提出了一种新的离散信号,即屏蔽二进序列偶和阵列偶,建立了完整的屏蔽二进序列偶和阵列偶的理论体系,它包括最佳屏蔽二进序列偶理论、最佳屏蔽二进阵列偶理论、准最佳和双准最佳屏蔽二进阵列偶理论,以及屏蔽二元互补序列偶理论
短句来源
     After summarizing and comparing the knowndesign methods of ZCZ sequence, to alter the deficiency of the binary ZCZsequence, applying the sequence pair theory and combining the properties ofZCZ sequence, the paper defines a multi-value self-correlation sequence pair(ZCZ sequence pair) which has zero correlation zone. Based on these matters,the paper makes a series of theory study for the ZCZ sequence pair set.
     本文在总结和比较了目前已有的ZCZ序列的设计方法后,本着改变二元ZCZ序列存在不足现状的目的,应用序列偶理论,结合零相关区(ZCZ)序列的特性,定义了一种具有零相关区的多值自相关序列偶——ZCZ序列偶,在此基础上对ZCZ序列偶集合进行了一系列的理论研究。
短句来源
  相似匹配句对
     The Study of Generalized Quasiorthogonality Sequence Pairs Set
     广义准正交序列集的理论研究
     A REVIEW OF COUPLE STRESSES THEORY OF ELASTICITY
     应力的弹性理论
短句来源
     Square Number Couple Theory
     方形数理论
短句来源
     p sequences or R.
     p序列和R.
短句来源
     Sequence Pairs and Their Application
     序列及其应用
短句来源
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  sequence pairs
Computer calculation verifies that the pseudo-random binary sequences with length up to N=127 can be easily turned into perfect punctured binary sequence pairs.
      
A new synchronization scheme using Perfect Punctured Binary Sequence Pairs in DS-UWB system
      
In this paper, a new synchronization scheme is proposed in Direct Sequence (DS) UWB system using Perfect Punctured Binary Sequence Pairs (PPBSP) as the preamble.
      
Repeated sequence pairs (pointers) of three to 14 bases at the ends of MDSs appear to be essential for correct splicing of MDSs during macronuclear development.
      
In the case of α1-antitrypsin, the proportion of different nonsynonymous sites exceeds that of different synonymous sites at the reactive center for sequence pairs of recent duplication.
      
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The concept of almost perfect autocorrelation sequence is presented,and the theory of almost perfect autocorrelation sequence pairs is given on the basis of the perfect autocorrelation sequence.The necessary conditions of existence are given.By using characters and the necessary condition of existence,the scope of searching the almost perfect autocorrelation sequence pairs is reduced.

提出了一似新的二元序列集——似最佳自相关序列偶理论,是对最佳二元信号的发展.主要研究了似最佳自相关序列偶的性质、存在的必要条件,运用这些结果可以使似最佳自相关序列偶的搜索范围大大缩小,利于计算机的搜索.

In quasi-synchronous CDMA systems,the use of Zero-Correlation Zone(ZCZ) sequences can avoid co-channel interference and multi-access interference.Applying the theory of sequence pairs,a new spreading sequence set is defined in this paper which is a ZCZ sequence pairs set.In addition,an iterative algorithm for constructing the ZCZ sequence pairs set is presented.

在准同步CDMA系统中,使用零相关区域(ZCZ)序列能够避免共信道冲突和多址干扰。应用序列偶理论,定义一种新形式的扩频序列集———ZCZ序列偶集合,并介绍一种构造ZCZ序列偶集合的迭代方法。

In the quasi-synchronous CDMA systems,using the ZCZ sequences can avoid the co-channel interference and multi-access interference.This paper uses the theory of sequence pairs and integrates the relevant features of ZCZ sequence to define a novel spread spectrum sequence set,i.e.ZCZ sequence pairs set,which applies to the quasi-synchronous CDMA systems,and the bound of theory is demonstrated.In addition,a recursion method for constructing ZCZ sequence pairs set is presented,and ZCZ sequence pairs set constructed...

In the quasi-synchronous CDMA systems,using the ZCZ sequences can avoid the co-channel interference and multi-access interference.This paper uses the theory of sequence pairs and integrates the relevant features of ZCZ sequence to define a novel spread spectrum sequence set,i.e.ZCZ sequence pairs set,which applies to the quasi-synchronous CDMA systems,and the bound of theory is demonstrated.In addition,a recursion method for constructing ZCZ sequence pairs set is presented,and ZCZ sequence pairs set constructed by this method can get the upper bound when the parameters of the initialization sequence satisfy some conditions.The result indicates that the ZCZ sequence pair set is a special binary zero correlation sequence.At the same time,its performance is perfect,it can be used as the spread spectrum sequence in the quasi-synchronous CDMA system.

在准同步CDMA系统中,使用零相关区域(ZCZ)序列能够避免共信道冲突和多址干扰。应用序列偶理论,结合ZCZ序列的相关特性,定义了一种适用于准同步CDMA系统的新型扩频序列集———ZCZ序列偶集合。给出了该集合的理论限,并提出了一种构造ZCZ序列偶集合的递归法,该方法在初始序列参数满足一定条件时可以得到达到理论上限的ZCZ序列偶集合。结果表明,ZCZ序列偶集合是一种特殊的二元零相关区序列,它的性能优良,适于作准同步CDMA系统的扩频序列。

 
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