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基于 EEG 信号的实时心算任务识别。

Real-time mental arithmetic task recognition from EEG signals.

机构信息

School of Electrical and Electronic Engineering, and Institute for Media Innovation, Nanyang Technological University, 639798, Singapore.

出版信息

IEEE Trans Neural Syst Rehabil Eng. 2013 Mar;21(2):225-32. doi: 10.1109/TNSRE.2012.2236576. Epub 2013 Jan 9.

Abstract

Electroencephalography (EEG)-based monitoring the state of the user's brain functioning and giving her/him the visual/audio/tactile feedback is called neurofeedback technique, and it could allow the user to train the corresponding brain functions. It could provide an alternative way of treatment for some psychological disorders such as attention deficit hyperactivity disorder (ADHD), where concentration function deficit exists, autism spectrum disorder (ASD), or dyscalculia where the difficulty in learning and comprehending the arithmetic exists. In this paper, a novel method for multifractal analysis of EEG signals named generalized Higuchi fractal dimension spectrum (GHFDS) was proposed and applied in mental arithmetic task recognition from EEG signals. Other features such as power spectrum density (PSD), autoregressive model (AR), and statistical features were analyzed as well. The usage of the proposed fractal dimension spectrum of EEG signal in combination with other features improved the mental arithmetic task recognition accuracy in both multi-channel and one-channel subject-dependent algorithms up to 97.87% and 84.15% correspondingly. Based on the channel ranking, four channels were chosen which gave the accuracy up to 97.11%. Reliable real-time neurofeedback system could be implemented based on the algorithms proposed in this paper.

摘要

基于脑电图(EEG)的用户大脑功能状态监测,并给予其视觉/听觉/触觉反馈的技术称为神经反馈技术,它可以让用户训练相应的大脑功能。它可以为一些心理障碍提供一种替代的治疗方法,如注意力缺陷多动障碍(ADHD),其存在注意力功能缺陷,自闭症谱系障碍(ASD),或计算障碍,存在学习和理解算术的困难。在本文中,提出了一种新的用于 EEG 信号的多重分形分析方法,称为广义 Higuchi 分形维谱(GHFDS),并将其应用于 EEG 信号的心理算术任务识别中。还分析了其他特征,如功率谱密度(PSD)、自回归模型(AR)和统计特征。将 EEG 信号的建议分形维谱与其他特征结合使用,将多通道和单通道的心理算术任务识别精度提高到 97.87%和 84.15%。基于通道排名,选择了四个通道,其精度高达 97.11%。可以基于本文提出的算法实现可靠的实时神经反馈系统。

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