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Performance Analysis of Excess Mean Square Error of Adjusting Log-Based Stepsize for LMS Algorithm with High Variance Input

机译:高方差输入的LMS算法基于对数步长调整的均方误差过大的性能分析

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A high variance input excitation adversely impacts the performance of an adaptive filter for system identification problems. This occurs due to an increase in steady-state excess mean square error (EMSE) and consequently, an increase in the miss-adjustment value of the adaptive system. Reducing the miss-adjustment value at high variances of input excitation while maintaining fast convergence rate is being proposed by utilizing a new time-varying stepsize in this paper. A per tap time adjusting stepsize framework using a logarithmic function of the input to the adaptive filter is proposed. In the context of adaptive noise cancellation application, we present simulation results using various variances of AWGN input. We also present the statistical analysis of EMSE and miss-adjustment of the proposed technique. Simulation results show that this technique has the ability to terminate with a very small miss-adjustment for high variances of input excitation compared with others.
机译:高方差输入激励会对系统识别问题的自适应滤波器的性能产生不利影响。这是由于稳态过量均方误差(EMSE)的增加而导致的,因此,自适应系统的失调值的增加也导致了这种情况。通过使用新的时变步长,提出了在保持快速收敛速率的同时降低输入激励高方差下的失调值的方法。提出了使用自适应滤波器输入的对数函数的每抽头时间调整步长调整框架。在自适应噪声消除应用的背景下,我们使用AWGN输入的各种方差呈现仿真结果。我们还介绍了EMSE的统计分析和提出的技术的失调。仿真结果表明,与其他技术相比,对于输入励磁的高方差,该技术可以通过很小的失调来终止。

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