4.6 Article

Subject-Dependent Artifact Removal for Enhancing Motor Imagery Classifier Performance under Poor Skills

Journal

SENSORS
Volume 22, Issue 15, Pages -

Publisher

MDPI
DOI: 10.3390/s22155771

Keywords

Brain-Computer Interface; electroencephalography; motor imagery; artifact removal; functional connectivity

Funding

  1. Universidad Nacional de Colombia [50835, 50985]

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The EEG-based motor imagery paradigm is widely studied in the field of Brain-Computer Interface (BCI) development, but it faces challenges due to the low Signal-to-Noise Ratio (SNR). This paper proposes a subject-dependent preprocessing approach that uses Surface Laplacian Filtering and Independent Component Analysis algorithms to remove signal artifacts and improve the classification performance in subjects with poor motor skills.
The Electroencephalography (EEG)-based motor imagery (MI) paradigm is one of the most studied technologies for Brain-Computer Interface (BCI) development. Still, the low Signal-to-Noise Ratio (SNR) poses a challenge when constructing EEG-based BCI systems. Moreover, the non-stationary and nonlinear signal issues, the low-spatial data resolution, and the inter- and intra-subject variability hamper the extraction of discriminant features. Indeed, subjects with poor motor skills have difficulties in practicing MI tasks against low SNR scenarios. Here, we propose a subject-dependent preprocessing approach that includes the well-known Surface Laplacian Filtering and Independent Component Analysis algorithms to remove signal artifacts based on the MI performance. In addition, power- and phase-based functional connectivity measures are studied to extract relevant and interpretable patterns and identify subjects of inefficency. As a result, our proposal, Subject-dependent Artifact Removal (SD-AR), improves the MI classification performance in subjects with poor motor skills. Consequently, electrooculography and volume-conduction EEG artifacts are mitigated within a functional connectivity feature-extraction strategy, which favors the classification performance of a straightforward linear classifier.

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