基于脑电图的多尺度窗口深度森林情感识别

Huifang Yao, Hong He, Shilong Wang, Z. Xie
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引用次数: 5

摘要

随着人机界面技术的快速发展,情感识别技术近年来受到越来越多的关注。与情感识别中常用的其他生理实验信号相比,脑电图信号易于记录,但不易伪装。然而,由于脑电数据的高维性和人类情绪的多样性,脑电信号的特征提取和分类仍然是一个难点。本文提出了基于多尺度窗口的深度森林(MSWDF)方法来识别EEG情绪。深度森林是一种综合决策树方法。在MSWDF中,可以通过多尺度窗口的多粒度扫描提取特征。与深度神经网络相比,MSWDF不仅需要调整的参数更少,而且可以实现小样本数据集的分类。在MSWDF中,首先对原始脑电信号进行滤波并分割成样本。将脑电信号作为多变量时间序列,提出了一种可变窗口的多粒度扫描策略,从脑电信号样本中提取特征。利用级联森林对EEG特征进行分类后,将识别结果与最近邻算法(KNN)、朴素贝叶斯、决策树(DT)、随机森林(RF)、支持向量机(SVM)的识别结果进行比较。我们发现三种情绪的平均分类准确率达到84.90%,优于五种比较方法的分类准确率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
EEG-based Emotion Recognition Using Multi-scale Window Deep Forest
With the fast development of human-machine interface technology, emotion recognition has attracted more and more attentions in recent years. Compared to other physiological experimental signals frequently used in emotion recognition, EEG signals are easy to record but not easy to disguise. However, because of high dimensionality of EEG data and the diversity of human emotions, feature extraction and classification of EEG signals are still difficult. In this paper, we propose deep forest with multi-scale window (MSWDF) to identify EEG emotions. Deep Forest is an integrated method of decision trees. In the MSWDF, features can be extracted by multi-granularity scanning with multi-scale windows. Compared with deep neural network, the MSWDF not only has less parameters to adjust, but also can realize the classification of the dataset with small samples. In the MSWDF, raw EEG signals were firstly filtered and segmented into samples. Regarding EEG signals as multivariate time series, a new multi-granularity scanning strategy with variable windows is proposed to extract features from EEG samples. After classifying EEG features by the cascade forest, the recognition results are compared with these of Nearest Neighbor algorithm (KNN), Naive Bayes, Decision Tree (DT), Random Forest (RF), Support Vector Machine (SVM). We found that the average classification accuracy of three emotions reaches to 84.90%, which is better than those of five compared methods.
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