基于四阶相关峰度反卷积的非平稳信号盲提取

Shan Chong, Guangyong Yang, Yuebin Chen
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引用次数: 2

摘要

对于亚像素峰值检测等非平稳信号,传统的低阶滤波器难以抑制混合信号中的超高斯和亚高斯噪声。基于高阶统计量的滤波算法一般采用梯度搜索方法,但在梯度搜索过程中难以避免局部收敛和较大的复杂度。基于最大熵的盲源分离方法不适合利用相关峰度对信号进行盲提取。因此,基于混合信号的峰度变化,提出了一种最大四阶相关峰度反卷积算法,并设计了相应的逆滤波器。并对算法的收敛性进行了分析。结果表明,该算法能有效抑制混合信号的超高斯和高斯噪声,且与FastICA算法相比具有更快的收敛速度和更高的信噪比。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Blind Extraction of Nonstationary Signal with Four Order Correlation Kurtosis Deconvolution
As for nonstationary signal, such as subpixel peak detection,we could be difficult to suppress the noise of super- Gaussian and sub-Gaussian in the mixed signal with the traditional low order filter. The gradient search method is generally adopt in the filter algorithm based on higher order statistics, but it is difficult to avoid local convergence and large complexity in the gradient search process. Blind source separation method based on maximum entropy is not suitable for using correlation kurtosis to blind extraction signal. Therefore, a maximum four order correlated kurtosis deconvolution( M4CKD) algorithm is presented on the basis of the kurtosis variation of mixed signals and the corresponding inverse filter is designed. Moreover, the convergence of the algorithm are analyzed. The results shown that the super Gauss and Gauss noise of mixed signal can be effectively suppressed, and this algorithm has faster convergence speed and higher signal-to-noise ratio which compared with FastICA algorithm.
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