Department of Computer Engineering, Yildiz Technical University, Istanbul, Turkey.
Comput Biol Med. 2023 Dec;167:107611. doi: 10.1016/j.compbiomed.2023.107611. Epub 2023 Oct 29.
Normal blood supply to the human brain may be marred by the presence of a clot inside the blood vessels. This clot structure called emboli inhibits normal blood flow to the brain. It is considered as one of the main sources of stroke. Presence of emboli in human's can be determined by the analysis of transcranial Doppler signal. Different signal processing and machine learning algorithms have been used for classifying the detected signal as an emboli, Doppler speckle, and an artifact. In this paper, we sought to make use of the wavelet transform based algorithm called Wavelet Scattering Transform, which is translation invariant and stable to deformations for classifying different Doppler signals. With its architectural resemblance to Convolutional Neural Network, Wavelet Scattering Transform works well on small datasets and subsequently was trained on a dataset consisting of 300 Doppler signals. To check the effectiveness of extracted Scattering transform based features for Doppler signal classification, learning algorithms that included multi-class Support vector machine, k-nearest neighbor and Naive Bayes algorithms were trained. Comparative analysis was done with respect to the handcrafted Continuous wavelet transform features extracted from samples and Wavelet scattering with Support vector machine achieved an accuracy of 98.89%. Also, with set of extracted scattering coefficients, Gaussian process regression was performed and a regression model was trained on three different sets of scattering coefficients with zero order scattering coefficients providing least prediction loss of 34.95%.
正常的大脑血液供应可能会因血管内的血栓而受到影响。这种血栓结构称为栓塞物,会抑制血液向大脑的正常流动。它被认为是中风的主要来源之一。可以通过分析经颅多普勒信号来确定人类体内是否存在栓塞物。已经使用了不同的信号处理和机器学习算法来将检测到的信号分类为栓塞物、多普勒斑点和伪影。在本文中,我们试图利用基于小波变换的算法,即小波散射变换,它对变形具有平移不变性和稳定性,可用于对不同的多普勒信号进行分类。由于其与卷积神经网络的结构相似,因此小波散射变换在小数据集上表现良好,随后在由 300 个多普勒信号组成的数据集上进行了训练。为了检查基于提取的散射变换的特征对多普勒信号分类的有效性,训练了包括多类支持向量机、k-最近邻和朴素贝叶斯算法在内的学习算法。相对于从样本中提取的手工制作的连续小波变换特征进行了对比分析,基于支持向量机的小波散射实现了 98.89%的准确率。此外,使用一组提取的散射系数,对高斯过程回归进行了执行,并在三个不同的散射系数集上训练了一个回归模型,其中零阶散射系数提供了最小的预测损失 34.95%。