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A robustification method of the adaptive filtering algorithms in impulsive noise environments based on the likelihood ratio test

机译:基于似然比检验的脉冲噪声环境中自适应滤波算法的鲁棒化方法

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In this paper, we propose a new approach for robustification of the adaptive filtering algorithms such as: LMS, RLS, APA (affine projection algorithm) and Kalman filtering, in impulsive environments. It is based on a LRT hypothesis test for impulses localization in the received signal. The LRT controls the two modes of the adaptive filter, the updating and the freezing modes. The approach proposed in this paper is seen to be robustly identify the unknown system. It presents the best performance behavior in terms of the convergence speed and the steady state error, when, compared to the classical approaches based on, a nonlinear function (M-estimator of Huber), or the median filter, such as the MNLMS, the NRLS and the median LMS algorithms.
机译:在本文中,我们提出了一种在脉冲环境中增强自适应滤波算法(如LMS,RLS,APA(仿射投影算法)和卡尔曼滤波)的新方法。它基于LRT假设检验,用于对接收信号中的脉冲进行定位。 LRT控制自适应滤波器的两种模式,即更新模式和冻结模式。可以认为本文提出的方法可以可靠地识别未知系统。与基于非线性函数(Huber的M估计)或中值滤波器(例如MNLMS)的经典方法相比,它在收敛速度和稳态误差方面表现出最佳的性能。 NRLS和中位数LMS算法。

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