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Quantitying Nonlinear Dynamic Complexity of Epileptic EEG by Conditional Entropy Based on Different Entropy Measures

机译:基于不同熵测度的条件熵量化癫痫脑电图的非线性动态复杂度

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Brain is a typical nonlinear complex system, influenced by different factors. We employ CondEn (conditional entropy) based on linear, kernel and k-nearest-neighbor estimators to quantify nonlinear dynamic complex of epileptic brain electric activities from Bonn database. The three entropy measures all have promising results, among which kernel estimator shows optimal performance with feature of insensitivity to tolerance. CondEn of seizure EEG is the highest 3.2bit approximately while the seizure-free brain activities have lowest 1.5bit, and the entropy value of EEGs of the normal subjects is 1.9bit. CondEn is an effective parameter to measure nonlinear dynamic complexity of EEG, and EEG during seizure have the highest entropy, the normal EEG signal followed, and the seizure-free state was the lowest.
机译:脑是受不同因素影响的典型非线性复杂系统。我们使用基于线性,核和k最近邻估计量的CondEn(条件熵)来量化来自波恩数据库的癫痫性脑电活动的非线性动态复杂度。三种熵测度均具有可喜的结果,其中核估计器表现出最佳性能,并且对容忍度不敏感。癫痫脑电图的condEn最高为3.2bit,而无癫痫脑活动的condEn最低为1.5bit,正常人的脑电图的熵值为1.9bit。 CondEn是衡量脑电图非线性动态复杂度的有效参数,癫痫发作期间脑电图的熵值最高,其后为正常脑电信号,无癫痫状态最低。

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