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首页> 外文期刊>IEEE Transactions on Communications >Distributed Concatenated Recursive Alamouti-Circulant STBC for Two-Way Multi-Relay Networks
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Distributed Concatenated Recursive Alamouti-Circulant STBC for Two-Way Multi-Relay Networks

机译:双向多重中继网络的分布式级联递归Alamouti-循环STBC

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摘要

A general distributed multi-antenna two-way relaying network with multiple relays is considered in this paper. We first obtain a tight lower bound of pairwise error probability (PEP) of a maximum likelihood detector for the general distributed linear dispersion code for a half-duplex amplify-and-forward two-way relaying network (TWRN) consisting of two sources with each having single antenna and $N$ relays with each having two antennas. Furthermore, by jointly considering signal precoding at the sources and signal processing at the relays, a general distributed concatenated recursive Alamouti-circulant space-time block code is proposed for the considered TWRNs. Our design ensures that the equivalent channel matrices at both source nodes are the so-called the recursive Alamouti-circulant matrices, with each block being a product of the two Alamouti channel matrices. Based on a lower–upper bound strategy and an induction method, asymptotic PEP formula is attained to show that given the optimal angle rotation matrix and the precoding matrix, the code can meet the lower bound of the diversity gain, as well as the maximum coding gain. In addition, the proposed rate one code turns to be effectively decodable.
机译:本文考虑了具有多个中继的通用分布式多天线双向中继网络。我们首先为半分布式放大转发双向中继网络(TWRN)的一般分布式线性色散码获得最大似然检测器的成对错误概率(PEP)的严格下界具有单个天线和$ N $中继,每个中继具有两个天线。此外,通过共同考虑源处的信号预编码和中继处的信号处理,针对所考虑的TWRN,提出了一种通用的分布式级联递归Alamouti循环时空分组码。我们的设计确保两个源节点上的等效通道矩阵都是所谓的递归Alamouti循环矩阵,每个块都是两个Alamouti通道矩阵的乘积。基于上下限策略和归纳法,得出了渐近PEP公式,表明在给定最佳角度旋转矩阵和预编码矩阵的情况下,码可以满足分集增益的下限以及最大编码。获得。另外,提议的速率一码变为可有效解码。

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