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Dimensionality reduction of EEG signal using Fuzzy Discernibility Matrix

机译:用模糊识别矩阵减少脑电信号的降维

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High dimensionality of feature space is a problem in supervised machine learning. Redundant or superfluous features either slow down the training process or dilute the quality of classification. Many methods are available in literature for dimensionality reduction. Earlier studies explored a discernibility matrix (DM) based reduct calculation for dimensionality reduction. Discernibility matrix works only on discrete values. But most real-world datasets are continuous in nature. Use of traditional discernibility matrix approach inevitably incurs information loss due to discretization. In this paper, we propose a fuzzified adaptation of discernibility matrix with four variants of dissimilarity measure to deal with continuous data. The proposed algorithm has been applied on EEG dataset-III from BCI competition-II. The reduced dataset is then classified using Support Vector Machine (SVM). The performance of the proposed Fuzzy Discernibility Matrix (FDM) variants are compared with original discernibility matrix based method and Principal Component Analysis (PCA). In our empirical study, the proposed method outperforms the other two methods, thus suggesting that it is competitive with them.
机译:特征空间的高维性是有监督机器学习中的一个问题。冗余或多余的功能会减慢训练过程或降低分类质量。文献中有许多方法可用于降维。早期的研究探索了基于可分辨矩阵(DM)的降维计算以减少维数。区分矩阵仅适用于离散值。但是,大多数现实世界的数据集本质上都是连续的。传统的可分辨矩阵方法的使用不可避免地会由于离散化而导致信息丢失。在本文中,我们提出了一种区分度矩阵的模糊适应方法,该方法具有四个相异度量的变体来处理连续数据。该算法已应用于BCI竞赛II的EEG数据集III。然后,使用支持向量机(SVM)对简化后的数据集进行分类。将所提出的模糊区分矩阵(FDM)变体的性能与基于原始区分矩阵的方法和主成分分析(PCA)进行了比较。在我们的实证研究中,所提出的方法优于其他两种方法,从而表明它与它们具有竞争性。

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