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Tensor-Based Channel Estimation and Iterative Refinements for Two-Way Relaying With Multiple Antennas and Spatial Reuse

机译:多天线双向中继和空间复用的基于张量的信道估计和迭代优化

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Relaying is one of the key technologies to satisfy the demands of future mobile communication systems. In particular, two-way relaying is known to exploit the radio resources in a very efficient manner. In this contribution, we consider two-way relaying with amplify-and-forward (AF) MIMO relays. Since AF relays do not decode the signals, the separation of the data streams has to be performed by the terminals themselves. For this task both nodes require reliable channel knowledge of all relevant channel parameters. Therefore, we examine channel estimation schemes for two-way relaying with AF MIMO relays. We investigate a simple Least Squares (LS) based scheme for the estimation of the compound channels as well as a tensor-based channel estimation (TENCE) scheme which takes advantage of the special structure in the compound channel matrices to further improve the estimation accuracy. Note that TENCE is purely algebraic (i.e., it does not require any iterative procedures) and applicable to arbitrary antenna configurations. Then we demonstrate that the solution obtained by TENCE can be improved by an iterative refinement which is based on the structured least squares (SLS) technique. In this application, between one and four iterations are sufficient and consequently the increase in computational complexity is moderate. The iterative refinement is optional and targeted for cases where the channel estimation accuracy is critical. Moreover, we propose design rules for the training symbols as well as the relay amplification matrices during the training phase to facilitate the estimation procedures. Finally, we evaluate the achievable channel estimation accuracy of the LS-based compound channel estimation scheme as well as the tensor-based approach and its iterative refinement via numerical computer simulations.
机译:中继是满足未来移动通信系统需求的关键技术之一。特别地,已知双向中继以非常有效的方式利用无线电资源。在此贡献中,我们考虑使用放大转发(AF)MIMO中继的双向中继。由于AF中继不会解码信号,因此数据流的分离必须由终端本身执行。对于此任务,两个节点都需要所有相关信道参数的可靠信道知识。因此,我们研究了使用AF MIMO中继进行双向中继的信道估计方案。我们研究了一种简单的基于最小二乘(LS)的复合信道估计方案以及基于张量的信道估计(TENCE)方案,该方案利用了复合信道矩阵中的特殊结构进一步提高了估计精度。注意,TENCE是纯代数的(即,它不需要任何迭代过程),并且适用于任意天线配置。然后,我们证明了通过基于结构最小二乘(SLS)技术的迭代细化可以改善TENCE所获得的解决方案。在该应用中,一到四次迭代就足够了,因此计算复杂度的增加是适度的。迭代优化是可选的,并且针对信道估计精度至关重要的情况。此外,我们在训练阶段提出了训练符号以及中继放大矩阵的设计规则,以简化估算程序。最后,我们通过数值计算机仿真评估了基于LS的复合信道估计方案以及基于张量的方法及其迭代优化的可实现的信道估计精度。

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