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A novel variable step-size normalized subband adaptive filter based on mixed error cost function

机译:基于混合误差代价函数的新型变步长归一化子带自适应滤波器

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摘要

A novel variable step-size algorithm is proposed for normalized subband adaptive filter. The proposed algorithm is based on the mixed error cost function. By assuming the time-averaging estimate of the priori and posteriori errors equals the variance of subband noise, the step-size is obtained. Therefore, the proposed algorithm has more effective approach to the optimum solution. The power of noise-free subband priori error is obtained by using the shrinkage denoising method. Using the energy conservation method, the mean-square convergence performance analysis is presented. The analysis result shows this algorithm is stable and effective. The simulation results demonstrate the performance of proposed algorithm distinctly outperforms other conventional variable step-size algorithms in both steady-state error and abrupt tracking performance.
机译:针对归一化子带自适应滤波器,提出了一种新颖的变步长算法。该算法基于混合误差代价函数。通过假设先验误差和后验误差的时间平均估计等于子带噪声的方差,可以得到步长。因此,该算法具有更有效的最优解方法。通过使用收缩去噪方法获得无噪声子带先验误差的功率。利用节能方法,进行了均方收敛性能分析。分析结果表明该算法是稳定有效的。仿真结果表明,所提算法在稳态误差和突变跟踪性能上均明显优于其他常规变步长算法。

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