Abstract

In motor imagery brain computer interface system, the spatial covariance matrices of EEG signals which carried important discriminative information have been well used to improve the decoding performance of motor imagery. However, the covariance matrices often suffer from the problem of high dimensionality, which leads to a high computational cost and overfitting. These problems directly limit the application ability and work efficiency of the BCI system. To improve these problems and enhance the performance of the BCI system, in this study, we propose a novel semisupervised locality-preserving graph embedding model to learn a low-dimensional embedding. This approach enables a low-dimensional embedding to capture more discriminant information for classification by efficiently incorporating information from testing and training data into a Riemannian graph. Furthermore, we obtain an efficient classification algorithm using an extreme learning machine (ELM) classifier developed on the tangent space of a learned embedding. Experimental results show that our proposed approach achieves higher classification performance than benchmark methods on various datasets, including the BCI Competition IIa dataset and in-house BCI datasets.

Highlights

  • Brain computer interface (BCI) systems have been developed to provide a novel and promising alternative method for humans to interact with their environment

  • Many EEG signals such as P300 waves or steady-state visual evoked potentials (SSVEP) could be used for BCI [2], in this study, we focus on motor imagery-based BCI systems, with which trained subjects can voluntarily generate EEG control signals by imagining movements of different parts of their bodies [3]

  • Because covariance features of EEG signals with the form of symmetric positive-definite (SPD) matrices lie on a Riemannian manifold [13], we propose an extension of the graph construction approach based on Riemannian geodesic distance to construct a proper graph for EEG signals, namely, a Riemannian graph

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Summary

Introduction

Brain computer interface (BCI) systems have been developed to provide a novel and promising alternative method for humans to interact with their environment. E common spatial pattern (CSP) algorithm has been shown to be one of the most effective methods for feature extraction from motor imagery signals [4]. Some extensions of CSP were proposed to improve the performance of feature extraction in motor imagery classification. In [28], a clustering-based multitask feature learning method was proposed to improve EEG pattern decoding Most of these studies have achieved great success in graph embedding and classification. (1) A graph model of the covariance features of motor imagery signals based on Riemannian geodesic distance was constructed.

Concepts of Riemannian Geometry and BCI Data Models
Proposed Bilinear Locality-Preserving Embedding and ELM Classification
Experimental Setup
Methods
Conclusions

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