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Features of Hierarchical Fuzzy Entropy of Stroke Based on EEG Signal and Its Application in Stroke Classification

机译:基于脑电信号的行程层次模糊熵特征及其在行程分类中的应用

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Electroencephalogram (EEG) analysis has been widely used in the diagnosis of stroke diseases for its low cost and noninvasive characteristics. In order to classify the electroencephalogram (EEG) signals of stroke patients with cerebral infarction and cerebral hemorrhage, this paper proposed a novel EEG stroke signal feature extraction method by combining fuzzy entropy and hierarchical theory. Fuzzy entropy not only took the advantages of sample entropy, but also had less dependence on the length of time series and possessed better robustness to noise signals. It measured the similarity of two vectors based on Gaussian function instead of Heaviside function, avoiding discontinuity problems of sample entropy and approximate entropy. Hierarchical theory efficiently took advantages of the approximation information in low-frequency and the detail information in high-frequency. This was benefit for capturing a wealth of dynamic information and retaining redundant components. Support vector machine (SVM) was further used as the stroke signal classification model for classifying ischemic stroke and hemorrhagic stroke. The experimental results showed that, compared with other benchmarks, the classification accuracy based on the features of hierarchical fuzzy entropy is much higher than those benchmarks methods. Compared with the features of fuzzy entropy without using hierarchical theory, the classifier based on the features of hierarchical fuzzy entropy gave a much more improvement in classification performance by increasing accuracy from 68.03% to 96.72%. It meant that the proposed EEG stroke signal hierarchical fuzzy entropy feature extraction method was an efficient measure in classifying ischemic and hemorrhagic stroke.
机译:脑电图(EEG)分析因其低成本和无创性的特点而被广泛用于中风疾病的诊断。为了对脑梗死和脑出血的脑卒中患者的脑电信号进行分类,提出了一种结合模糊熵和层次理论的脑电信号特征提取方法。模糊熵不仅具有样本熵的优点,而且对时间序列的依赖性较小,对噪声信号具有较好的鲁棒性。它基于高斯函数而不是Heaviside函数来测量两个向量的相似性,避免了样本熵和近似熵的不连续性问题。层次理论有效地利用了低频中的近似信息和高频中的细节信息。这对于捕获大量动态信息和保留冗余组件很有帮助。支持向量机(SVM)还被用作中风信号分类模型,用于对缺血性中风和出血性中风进行分类。实验结果表明,与其他基准方法相比,基于层次模糊熵特征的分类精度要远远高于那些基准方法。与不使用分层理论的模糊熵特征相比,基于分层模糊熵特征的分类器通过将准确性从68.03%提高到96.72%,大大提高了分类性能。这意味着提出的脑电信号中风信号分层模糊熵特征提取方法是对缺血性和出血性中风进行分类的有效方法。

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