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Blind DFE based on NLMS Algorithm with Generalized Normalized Gradient Descent Regularization

机译:基于NLMS算法的盲DFE具有广义归一化梯度下降正则化的NLMS算法

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This paper presents robust unsupervised decision feedback equalizer (DFE) for acoustic underwater communications. The proposed equalizer consists of the cascade of four devices whose main components are recursive (R) and transverse (T) filters. The feature of the given equalizer is the ability to deal with severe quickly time varying channels by allowing the adjustment of both, its structure and its adaptation according to a mean square error (MSE) criterion. In the existing solution, the recursive and transverse filters are updated by decision directed least-mean-square (LMS) algorithms. However, the weakness of the LMS like algorithms against the time varying environments pushes us to improve the adaptation by the use of other robust solutions. In this paper, we propose the employ of normalized LMS algorithms with self step-size regularization based on complex-valued generalized normalized gradient descent (GNGD) method instead of simple LMS algorithms. Compared to the existent unsupervised DFE, the proposed solution gives the best performance in channel tracking despite the irregularities and the nonstationarity of the environment. Performance analysis are given in terms of the MSE for both synthetic and realistic channels obtained from underwater acoustic recorded signals.
机译:本文介绍了用于声学水下通信的强大无监督判定反馈均衡器(DFE)。所提出的均衡器包括级联的四个设备,其主要组件是递归(r)和横向(t)滤波器。给定均衡器的特征是通过允许根据均方误差(MSE)标准来调整其结构及其适应来处理严重的快速时间变化信道。在现有解决方案中,递归和横向滤波器由判定指向最小均线(LMS)算法更新。然而,LMS等算法的弱点对于时间变化环境来推动我们通过使用其他强大的解决方案来改善适应性。在本文中,我们提出了基于复值的广义归一化梯度下降(GNGD)方法的自身梯度正则化的归一化LMS算法,而不是简单的LMS算法。与存在的无监督DFE相比,所提出的解决方案尽管环境的不规则性和非间抗性,但是在渠道跟踪中提供了最佳性能。根据从水下声学记录信号获得的合成和现实通道的MSE给出性能分析。

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