Abstract

We consider the problem of removing gradient artifact from electroencephalogram (EEG) signal, registered during a functional magnetic resonance imaging (fMRI) acquisition, by calculating and utilizing the statistical properties of the artifacts. We propose a new approach to EEG data organization for extracting artifactual components using independent vector analysis. This new approach estimates the gradient artifact signal as a single component thus alleviating the need of using advanced order selection algorithm before back reconstruction of EEG data. Experimental results are compared with average artifact subtraction method on real EEG data collected concurrently with fMRI data.

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