Functional iterative approach for Universum-based primal twin bounded support vector machine to EEG classification (FUPTBSVM)

被引:0
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作者
Deepak Gupta
Umesh Gupta
Hemanga Jyoti Sarma
机构
[1] Motilal Nehru National Institute of Technology Allahabad,Department of Computer Science & Engineering
[2] Bennett University,undefined
[3] National Institute of Technology Arunachal Pradesh,undefined
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关键词
Universum support vector machine; Universum twin support vector machine; EEG signals; Functional iterative approaches;
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学科分类号
摘要
Due to the increasing popularity of support vector machine (SVM) and the introduction of Universum, many variants of SVM along with Universum such as Universum support vector machine (USVM), Universum twin support vector machine (UTSVM), have been applied to several binary classification problems like electroencephalogram (EEG) signals, handwritten digit recognition and many more. Universum, which is not belonging to either class, is considered recently by many researchers that accept the prior knowledge into the binary classification process. In this paper, an effective and improved approach of TSVM with Universum data is proposed named a functional iterative approach for Universum-based primal twin bounded support vector machine to EEG classification (FUPTBSVM) which provides better performance. It also considers the gist of structural risk minimization (SRM) theory through the inclusion of the regularization parameter in the primal problem of FUPTBSVM and solved through a functional iterative approach. The regularization parameters terms are added to enhance the stability and make the model well-posed. Our proposed approach FUPTBSVM along with four standard classification approaches is tested on various EEG signals datasets with N Universum data or without N and benchmark real-world datasets. After conducting several numerical experiments with our proposed algorithm, one can analyze that FUPTBSVM improves the generalization performance in comparison to USVM, UTSVM, RUTSVM, and ULSTSVM for binary classification problems using Gaussian kernel. It achieves 88.66% accuracy which is higher than other compared approaches for real-world datasets. It is also computationally intensive among all concerned approaches.
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页码:22119 / 22151
页数:32
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