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Multilag Extension of Quadratic Sample Entropy for Distress Recognition with EEG Recordings

机译:与EEG录音遇险识别的二次样本熵的多碎机扩展

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Distress has become one of the major issues in developed countries because of its negative effects in physical and mental health. In order to control its consequences, a number of researchers have studied distress from an electroencephalographic point of view by means of the use of different nonlinear metrics. However, those studies are only based on non-lag approaches, thus many nonlinear dynamics of brain signals could not be properly assessed. In this sense, this work applies a multilag extension of a nonlinear regularity-based metric called quadratic sample entropy, in order to check the influence of the selection of a time lag for the recognition of distress with electroencephalographic recordings.
机译:由于其身心健康的负面影响,遇险已成为发达国家的主要问题之一。为了控制其后果,许多研究人员通过使用不同的非线性度量来研究来自脑电图的脑电图的痛苦。然而,这些研究仅基于非滞后方法,因此无法正确评估大脑信号的许多非线性动态。从这个意义上讲,这项工作适用于基于非线性规律性的度量的多块扩展名为二次样本熵,以检查时间滞后的选择的影响,以便识别脑电图记录遇险。

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