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Adaptive LMS-type filter for cyclostationary signals

机译:循环平稳信号的自适应LMS型滤波器

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Adaptive filters are employed in many signal pro- cessing and communications systems. Commonly, the design and analysis of adaptive algorithms, such as the least mean-squares (LMS) algorithm, is based on the assumptions that the signals are wide-sense stationary (WSS). However, in many cases, including, for example, interference-limited wireless communications and power line communications, the considered signals are jointly cyclostationary. In this paper we propose a new LMS-type algorithm for adaptive filtering of jointly cyclostationary signals using the time-averaged mean-squared error objective. When the considered signals are jointly WSS, the proposed algorithm specializes to the standard LMS algorithm. We characterize the performance of the algorithm without assuming specific distributions on the considered signals, and derive conditions for convergence. We then evaluate the performance of the proposed algorithm, called time-averaged LMS, in a simulation study of practical channel estimation scenarios. The results show a very good agreement between the theoretical and empirical performance measures.
机译:在许多信号处理和通信系统中都采用了自适应滤波器。通常,诸如最小均方(LMS)算法之类的自适应算法的设计和分析是基于信号是广义平稳(WSS)的假设。然而,在许多情况下,例如包括受干扰限制的无线通信和电力线通信,所考虑的信号是联合循环平稳的。在本文中,我们提出了一种新的LMS型算法,用于使用时间平均均方误差目标对联合循环平稳信号进行自适应滤波。当所考虑的信号共同为WSS时,所提出的算法专用于标准LMS算法。我们在不假设所考虑信号的特定分布的情况下表征了算法的性能,并推导了收敛条件。然后,在实际信道估计方案的仿真研究中,我们评估了该算法的性能,该算法称为时间平均LMS。结果表明,在理论和实证绩效指标之间有很好的一致性。

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