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A New Approach to Sample Entropy of Multi-channel Signals: Application to EEG Signals

机译:一种多通道信号样本熵的新方法:在脑电信号中的应用

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In this paper, we propose a new algorithm to calculate sample entropy of multivariate data. Over the existing method, the one proposed here has the advantage of maintaining good results as the number of channels increases. The new and already-existing algorithms were applied on multivariate white Gaussian noise signals, pink noise signals, and mixtures of both. For high number of channels, the existing method failed to show that white noise is always the most irregular whereas the proposed method always had the entropy of white noise the highest. Application of both algorithms on MIX process signals also confirmed the ability of the proposed method to handle larger number of channels without risking erroneous results. We also applied the proposed algorithm on EEG data from epileptic patients before and after treatments. The results showed an increase in entropy values after treatment in the regions where the focus was localized. This goes in the same way as the medical point of view that indicated a better health state for these patients.
机译:在本文中,我们提出了一种新的算法来计算多元数据的样本熵。与现有方法相比,此处提出的方法具有以下优点:随着通道数量的增加,可以保持良好的结果。新的和已经存在的算法应用于多元高斯白噪声信号,粉红噪声信号以及两者的混合。对于大量信道,现有方法未能表明白噪声总是最不规则的,而所提出的方法始终具有最高的白噪声熵。两种算法在MIX过程信号上的应用也证实了所提方法能够处理大量通道而不会冒错误结果的风险。我们还将拟议的算法应用于治疗前后癫痫患者的脑电数据。结果显示,在焦点集中的区域中,处理后的熵值增加。这与表明这些患者的健康状况的医学观点相同。

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