Dynamical measures for characterization of EEG registers in patients with Attention Deficit Hyperactivity Disorder treated with neurofeedback

A. Cerquera, M. Arns, R. Gutiérrez, J. Freund
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引用次数: 2

Abstract

This article presents the results of the application of different measures of complexity based on nonlinear dynamics techniques, to evaluate the effect of a neurofeedback therapy in patients with Attention Deficit Hyperactivity Disorder (ADHD) utilizing electroencephalographic (EEG) registers as unique source of information. Every EEG register analyzed in this study contains 26 channels and was acquired in closed- and opened-eyes conditions, during pre- and post-treatment states. Four measures of complexity were applied: largest Lyapunov exponent, correlation dimension, Lempel-Ziv complexity and Hurst exponent. The purpose was to determine if these measures detect quantitative changes from the information contained in the EEG registers as consequence of the neurofeedback therapy. The results of this work indicate that Lempel-Ziv complexity and largest Lyapunov exponent could have a potential utility to detect quantitative differences between pre- and post-treatment in some specific channels. In contrast, correlation dimension and Hurst exponent provided scarce information about these differences. The most noticeable results were found in opened-eyes condition.
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神经反馈治疗的注意缺陷多动障碍患者脑电图特征的动态测量
本文介绍了基于非线性动力学技术的不同复杂性测量的应用结果,利用脑电图(EEG)记录作为独特的信息源来评估神经反馈治疗对注意缺陷多动障碍(ADHD)患者的效果。本研究分析的每个脑电图登记包含26个通道,分别在闭眼和睁眼、治疗前和治疗后状态下获得。采用最大Lyapunov指数、相关维数、Lempel-Ziv复杂度和Hurst指数四种复杂性度量。目的是确定这些措施是否检测到脑电图记录中包含的定量变化,这是神经反馈治疗的结果。这项工作的结果表明,Lempel-Ziv复杂度和最大Lyapunov指数可能在某些特定通道中检测前后处理之间的定量差异具有潜在的效用。相比之下,相关维数和赫斯特指数提供了这些差异的稀缺信息。最显著的结果是在睁眼状态下发现的。
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