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Composite kernel support vector machine based performance enhancement of brain computer interface in conjunction with spatial filter

机译:基于复合核支持向量机的脑计算机接口结合空间滤波器的性能增强

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摘要

For Motor imagery Brain Computer interface, a large number of electrodes are placed on the scalp to acquire EEG signals. However, the available number of samples from a subject's EEG is very less. In such a situation, learning models which use spatial features obtained using common spatial pattern (CSP) method suffer from overfitting and leads to degradation in performance. In this paper, we propose a novel three phase method CKSCSP which automatically determines a minimal set of relevant electrodes along with their spatial location to achieve enhanced performance to distinguish motor imagery tasks for a given subject. In the first phase, electrodes placed on brain scalp are divided among five major regions (lobes) viz, frontal, central, temporal, parietal and occipital based on anatomy of brain. In the second phase, stationary-CSP is used to extract features from each region separately. Stationary-CSP will handle the non-stationarity of EEG. In the third phase, recursive feature elimination in conjunction with composite kernel support vector machine is used to rank brain regions according to their relevance to distinguish two motor-imagery tasks. Experimental results on publically available datasets demonstrate superior performance of the proposed method in comparison to CSP and stationary CSP. Also, Friedman statistical test demonstrates that the proposed method CKSCSP (mu not equal 0) outperforms existing methods. (C) 2016 Elsevier Ltd. All rights reserved.
机译:对于运动成像脑计算机接口,将大量电极放置在头皮上以获取EEG信号。但是,来自受试者的脑电图的可用样本数量非常少。在这种情况下,使用通过通用空间模式(CSP)方法获得的空间特征的学习模型会过度拟合,并导致性能下降。在本文中,我们提出了一种新颖的三相方法CKSCSP,该方法自动确定相关电极的最小集合及其空间位置,以实现增强的性能以区分给定对象的运动图像任务。在第一阶段中,根据大脑的解剖结构,将放置在头皮上的电极分为五个主要区域(叶),即额叶,中央,颞叶,顶叶和枕叶。在第二阶段,固定CSP用于分别从每个区域提取特征。固定式CSP将处理脑电图的非固定性。在第三阶段中,结合复合核支持向量机的递归特征消除技术用于根据大脑区域的相关性对它们进行排序,以区分两个运动图像任务。公开数据集上的实验结果表明,与CSP和固定CSP相比,该方法具有更好的性能。此外,弗里德曼(Friedman)统计检验表明,所提出的方法CKSCSP(μ不等于0)优于现有方法。 (C)2016 Elsevier Ltd.保留所有权利。

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