Abstract

Common spatial pattern (CSP) is shown to be an effective pre-processing algorithm in order to discriminate different classes of motor-based EEG signals by obtaining suitable spatial filters. The performance of these filters can be improved by regularized CSP, in which available prior information is added in terms of regularization terms into the objective function of conventional CSP. Variety of prior information can be used in this way. In this paper, we used time correlation between different classes of EEG signal as the prior information, which is clarified similarity between different classes of signal for regularizing CSP. Furthermore, the proposed objective function can be easily extended to more than two-class problems. We used three different standard datasets to evaluate the performance of the proposed method. Correlation-based CSP (CCSP) outperformed original CSP as well as the existing regularized CSP, Principle Component Cnalysis (PCA) and Fisher Discriminate Analysis (FDA) in both two-class and multi-class scenarios. The simulation results showed that the proposed method outperformed conventional CSP by 6.9% in 2-class and 2.23% in multi-class problem in term of mean classification accuracy.

Highlights

  • One of the most popular topics in computer science in the last decade has been research on Brain-Computer Interface (BCI) systems

  • Correlation-based CSP (CCSP) approach showed about 0.58% and 1.49% improvement in term of mean accuracy in two-class and multi-class problem compared to Tikhonov Regularization CSP (TRCSP)

  • We introduced a novel term of prior information to penalize solution of the original Common spatial pattern (CSP), named temporal correlation, which has the advantage of easy extension to multi-class problems

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Summary

Introduction

One of the most popular topics in computer science in the last decade has been research on Brain-Computer Interface (BCI) systems. Their proposed Tikhonov Regularization CSP (TRCSP) and Weighted Tikhonov Regularized CSP (WTRCSP) performed better than the CSP and other ones Both of these approaches obtain spatial filters by adding prior information to the objective function. In the other hand MI signals are similar to each other especially right hand and left hand MI signals These matters led us to propose novel CSP method by adding correlation between different classes in the calculation of CSP filters. A new regularized CSP (CCSP) based on temporal correlation is proposed to improve spatial filters in twoclass scenario and it is further generalized to multi-class problem. Imposing the temporal correlation as penalty term in solving objective function to obtain the spatial filters is shown to be more effective than the existing methods in terms of discriminating the class-data, leading to higher classification accuracy.

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