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PARAFAC-based channel estimation and data recovery in nonlinear MIMO spread spectrum communication systems

机译:非线性MIMO扩频通信系统中基于PARAFAC的信道估计和数据恢复

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摘要

In this paper, a new tensorial modeling is first proposed for nonlinear multiple-input multiple-output (MIMO) direct sequence spread spectrum communication systems. The channel is modeled as an instantaneous MIMO Volterra system. Then, a direct data approach for joint blind channel estimation and data recovery is developed using the parallel factor (PARAFAC) decomposition of a third-order tensor composed of received signals, exploiting space, time and code diversities. A blind channel estimation method based on the PARAFAC decomposition of a fifth-order tensor composed of covariances of the received signals is also proposed, considering phase shift keying (PSK) modulated transmitted signals. The proposed estimation algorithms are evaluated by simulating a nonlinear uplink MIMO radio over fiber (ROF) communication system.
机译:本文首先针对非线性多输入多输出(MIMO)直接序列扩频通信系统提出了一种新的张量模型。该信道被建模为瞬时MIMO Volterra系统。然后,利用空间,时间和代码多样性,利用接收信号组成的三阶张量的并行因子(PARAFAC)分解,开发了一种用于联合盲信道估计和数据恢复的直接数据方法。考虑到相移键控(PSK)调制的发射信号,提出了一种基于由接收信号的协方差组成的五阶张量的PARAFAC分解的盲信道估计方法。通过模拟非线性上行链路MIMO光纤无线电(ROF)通信系统来评估所提出的估计算法。

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