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Neural network equalization for frequency selective nonlinear MIMO channels

机译:频率选择非线性MIMO信道的神经网络均衡

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In order to provide high data rate over wireless channels and improve the system capacity, Multiple-Input Multiple-Output (MIMO) wireless communication systems exploit spatial diversity by using multiple transmit and receive antennas. Moreover, to achieve high date rate and fulfill the power, MIMO systems are equipped with High Power Amplifiers (HPAs). However, HPAs cause nonlinear distortions and affect the receiver's performance. In this paper, we investigate the joint effects of HPA nonlinearity and frequency selective channel on the performance of MIMO receiver. Then, we propose two equalization schemes to compensate simultaneously nonlinear distortions and frequency selective channel effects. The first one is based on a feedforward Neural Network (NN) named (NN-MIMO-Receiver) and the second uses NN technique and LMS equalizer (LMS-NN-MIMO). The Levenberg-Marquardt algorithm (LM) is used for neural network training, which has proven [1] to exhibit a very good performance with lower computation complexity and faster convergence than other algorithms used in literature. These proposed methods are compared in term of Symbol Error Rate (SER) running under nonlinear frequency selective channel.
机译:为了在无线信道上提供高数据速率并提高系统容量,多输入多输出(MIMO)无线通信系统通过使用多个发射和接收天线来利用空间分集。此外,为了达到高数据速率并满足功率要求,MIMO系统配备了高功率放大器(HPA)。但是,HPA会导致非线性失真并影响接收器的性能。在本文中,我们研究了HPA非线性和频率选择信道对MIMO接收机性能的联合影响。然后,我们提出了两种均衡方案来同时补偿非线性失真和频率选择性信道效应。第一个基于名为(NN-MIMO-Receiver)的前馈神经网络(NN),第二个使用NN技术和LMS均衡器(LMS-NN-MIMO)。 Levenberg-Marquardt算法(LM)用于神经网络训练,已证明[1]与文献中使用的其他算法相比,具有较低的计算复杂度和更快的收敛性能。根据在非线性频率选择信道下运行的符号错误率(SER),对这些建议的方法进行了比较。

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