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1)  CDMA base station
码分多址基站
2)  TD-SCDMA node B
时分同步码分多址基站
3)  Code division multiple access
码分多址
1.
Performance analysis of multiuser detection algorithm in code division multiple access system;
码分多址系统中多用户检测算法的性能分析
2.
Research on Multi-carrier Code Division Multiple Access Wireless Communication Technologies;
无线通信中多载波码分多址技术研究
3.
A joint power control algorithm based on current link information was proposed to address the shortcoming of the conventional power control algorithms for CDMA (code division multiple access) TDD (time division duplex) system.
针对常规的码分多址CDMA (CodeDivisionMultipleAccess)时分双工TDD (TimeDivisionDuplex)系统功率控制算法存在的缺陷,提出了一种基于通信链路当前状态信息的联合功率控制算法。
4)  CDMA
码分多址
1.
Erlang Capacity of Reverse Link in Multiple Rates CDMA Systems;
多速率码分多址系统中反向链路的爱尔兰容量
2.
Multi-target Tracking and Telemery System Based on CDMA Techniques;
基于码分多址技术的多目标综合测量系统
3.
Study of CDMA Transmission Technology of Measured Data CDMA in Work Field;
生产现场测控信息码分多址传输技术研究
5)  code division multiple access(CDMA)
码分多址
1.
In view of the exponential computation complexity of the optimal multi-user detection in Code Division Multiple Access(CDMA) systems and the practical characteristic of CDMA communication,a sub-optimal multi-user detector based on the modified evolution strategy is proposed.
针对码分多址接入(CDMA)系统中最优多用户检测的指数计算复杂度问题,结合CDMA通信的实际特点,提出了一种基于改进的进化规划多用户检测方法,该方法是通过增加种群的多样性来改善进化规划易于出现早熟收敛的缺点。
2.
This paper deals with a method of realizing multiple munition telemetry with a hybridization of frequency division multiple access(FDMA)and code division multiple access(CDMA)techniques Application system based on the design is carried out Test results are given in some detail The development of CDMA/FDMA techniques gives a novel approach in multiple munition telemetr
本文论述了用频分多址和码分多址复合体制来实现多子弹多引信遥测技术的方法 ,并在此方法的基础上进行了工程实现 ,最后给出了系统的测试结果。
6)  code division multiple access (CDMA)
码分多址
1.
A beamforming algorithm suitable for mitigation of multi access interference in code division multiple access (CDMA) system is presented.
提出了一种适用于码分多址的波束形成方法 ,并从理论上证明了该方法在干扰数趋于无穷大时 ,可获得最小方差意义下的最优解 。
补充资料:码分多路通信
      见多路通信。
  

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