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A Systematic Design of High-Rate Full-Diversity Space-Frequency Codes for Multiuser MIMO-OFDM System

机译:用于多用户MIMO-OFDM系统的高速全多样性空频代码的系统设计

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摘要

The authors have proposed a new space-frequency (SF) code for MIMO-OFDM system in their paper. The data streams of all the users are sent simultaneously through all the OFDM subchannels. The proposed SF code can achieve high symbol rate (rate A_t) with full diversity (A_tA_rL) where A_t denotes the number of transmit antenna for each user, A_r denotes number of receive antenna at the receiver and L denotes the number of independent channel taps. The threaded algebraic layering concept is used to construct this SF code which combines the space-frequency layering theory with algebraic component codes. The component code is considered to be an algebraic number theoretic constellation. Each component code is assigned to a "thread" and interleaved over space and frequency. Diophantine approximation theory is then used to make the threads transparent to each other. In addition, another approximation is used so that the users become transparent to each other. Our SF code does not require zero-padding, which always ensures high symbol rate. It is proved through simulation that the proposed coding scheme achieves higher coding and diversity gain over recently proposed space-frequency code.
机译:作者在论文中提出了一种新的MIMO-OFDM系统空频(SF)码。所有用户的数据流同时通过所有OFDM子信道发送。所提出的SF码可以实现全分集(A_tA_rL)的高符号率(A_t),其中A_t表示每个用户的发射天线数,A_r表示接收机的接收天线数,L表示独立信道抽头数。线程代数分层概念被用于构造该SF代码,该代码将空频分层理论与代数成分代码相结合。组件代码被认为是代数数理论星座。每个组件代码都分配给一个“线程”,并在空间和频率上交织在一起。然后使用丢丢番图近似理论使线程彼此透明。另外,使用另一种近似,以便用户变得彼此透明。我们的SF代码不需要零填充,从而始终确保高符号率。通过仿真证明,所提出的编码方案比最近提出的空频编码具有更高的编码和分集增益。

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