Evaluation of PSE, STFT and probability coefficients for classifying two directions from EEG using radial basis function

Vivek P. Patkar, Lekha Das, Prakruti J. Joshi
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引用次数: 2

Abstract

EEG (Electroencephalography) is a recording of electrical activities of brain measured from scalp. Brain is a control center for almost all functions of body. As EEG originates from brain, it contains various components related to cognitive activities of brain. Hence, it also contains information regarding the motor functions associated with movement of the body. EEG is commonly recorded for purposes of diagnosis and research associated with diseases like epilepsy, seizures, sleep disorders etc. But apart from these applications it can also be used to map various motor movements being thought of. This may lead to development of landmark devices in the field of rehabilitation of physically challenged individuals. Here we intend to extract the features and classify the directions using EEG. At initial stage it is desired to classify two movements i.e. left and right, but the method can be extended for the classification of other directions as well. In present scenario the most suitable methods for classification problems can be developed using machine learning algorithms. In this work the features like probability co efficient, PSE (power spectral entropy) and STFT (Short Time Fourier Transform) are extracted and evaluated for their efficiency in classification. Radial Basis Function is used for classifying these features. The study shows probability co efficient and STFT have yielded about 60% accuracy in classifying raw EEG signals proving them advantageous over power spectral entropy.
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利用径向基函数对EEG进行两个方向分类的PSE、STFT和概率系数的评价
脑电图(EEG)是从头皮上测量的脑电活动的记录。大脑是人体几乎所有功能的控制中心。由于脑电图来源于大脑,它包含了与大脑认知活动相关的各种成分。因此,它还包含与身体运动相关的运动功能的信息。记录脑电图通常是为了诊断和研究与癫痫、癫痫发作、睡眠障碍等疾病相关的疾病。但除了这些应用之外,它还可以用来绘制各种正在思考的运动。这可能会导致具有里程碑意义的装置在残疾人康复领域的发展。在这里,我们打算利用脑电图提取特征并对方向进行分类。在初始阶段,希望对两个运动进行分类,即左和右,但该方法也可以扩展到其他方向的分类。在目前的情况下,最适合分类问题的方法可以使用机器学习算法来开发。在这项工作中,提取了概率系数、功率谱熵和短时傅立叶变换等特征,并评估了它们的分类效率。使用径向基函数对这些特征进行分类。研究表明,概率系数和STFT对原始脑电信号的分类准确率约为60%,证明它们比功率谱熵更有优势。
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