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Decomposition of a Multiscale Entropy Tensor for Sleep Stage Identification in Preterm Infants

机译:在早产儿睡眠阶段鉴定的多尺度熵张解仪的分解

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摘要

Established sleep cycling is one of the main hallmarks of early brain development in preterm infants, therefore, automated classification of the sleep stages in preterm infants can be used to assess the neonate’s cerebral maturation. Tensor algebra is a powerful tool to analyze multidimensional data and has proven successful in many applications. In this paper, a novel unsupervised algorithm to identify neonatal sleep stages based on the decomposition of a multiscale entropy tensor is presented. The method relies on the difference in electroencephalography(EEG) complexity between the neonatal sleep stages and is evaluated on a dataset of 97 EEG recordings. An average sensitivity, specificity, accuracy and area under the receiver operating characteristic curve of 0.80, 0.79, 0.79 and 0.87 was obtained if the rank of the tensor decomposition is selected based on the age of the infant.
机译:成立的睡眠循环是早产儿早期大脑发育的主要标志之一,因此,早产儿睡眠阶段的自动分类可用于评估新生儿的脑成熟。 Tensor代数是一个强大的工具,可以分析多维数据,并在许多应用中证明是成功的。本文提出了一种基于多尺度熵张解器的分解来识别新生儿睡眠级的新型无监督算法。该方法依赖于新生儿睡眠阶段之间的脑电图(EEG)复杂性的差异,并在97 eeg记录的数据集上进行评估。如果基于婴儿年龄选择张量分解的等级,则获得接收器操作特性曲线下的平均灵敏度,特异性,精度和面积为0.80,0.79,0.79和0.87。

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