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Classification of sonar echo signals in their reduced sparse forms using complex-valued wavelet neural network

机译:使用复值小波神经网络分类Sonar回波信号的稀疏形式减少

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摘要

This study aims to identify a method for classifying signals using their reduced sparse forms with a higher degree of accuracy. Many signals, such as sonar, radar, or seismic signals, are either sparse or can be made sparse in the sense that they have sparse or compressible representations when expressed in the appropriate basis. They have a convenient transform domain in which a small number of sparse coefficients express them as linear sums of sinusoidals, wavelets, or other bases. Although real-valued artificial neural networks (ANNs) have been frequently used in the classification of sonar signals for a long time, complex-valued wavelet neural network (CVWANN) is used for these complex reduced sparse forms of sonar signals in this study. Before the classification, the number of inputs was reduced to 1/3 dimension. Complex-valued sparse coefficients (CVSCs) obtained from the reduced form were classified by CVWANN. The performance of the proposed method is presented and compared to other classification methods. Our method, CVSCs + CVWANN, is very successful as 94.23% by tenfold cross-validation data selection and 95.19% by 50-50% training-testing data selection.
机译:本研究旨在识别使用其降低的稀疏形式进行分类信号的方法,具有更高的精度。许多信号,例如声纳,雷达或地震信号,无论是稀疏的,也可以稀疏,或者可以在适当的基础上表达时具有稀疏或可压缩表示的感觉稀疏。它们具有方便的变换域,其中少量稀疏系数表示为正弦,小波或其他基座的线性和。虽然实际值的人工神经网络(ANNS)经常用于长时间的声纳信号的分类,但是复值的小波神经网络(CVWANN)用于本研究中的这些复杂的稀疏形式的声纳信号。在分类之前,输入的数量减少到1/3维度。从减少形式获得的复值稀疏系数(CVSCs)由CVWann分类。提出并与其他分类方法进行了呈现和比较了该方法的性能。我们的方法CVSCS + CVWANN非常成功为94.23%,由十倍交叉验证数据选择,95.19%培训测试数据选择95.19%。

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