Detecting single-trial EEG evoked potential using a wavelet domain linear mixed model: application to error potentials classification
J Spinnato (LNC, I2M), M-C Roubaud (I2M), B Burle (LNC), B Torr\'esani, (I2M)

TL;DR
This paper introduces a simple, effective linear mixed model combined with wavelet transform and spatial filtering for classifying single-trial EEG error potentials, especially in small, unbalanced datasets.
Contribution
It presents an original approach integrating linear mixed effects, wavelet analysis, and spatial filtering for EEG classification, improving robustness with small sample sizes.
Findings
Effective classification of error potentials in unbalanced EEG data
Robust covariance estimation from small samples
Improved accuracy over previous methods
Abstract
Objective. The main goal of this work is to develop a model for multi-sensor signals such as MEG or EEG signals, that accounts for the inter-trial variability, suitable for corresponding binary classification problems. An important constraint is that the model be simple enough to handle small size and unbalanced datasets, as often encountered in BCI type experiments. Approach. The method involves linear mixed effects statistical model, wavelet transform and spatial filtering, and aims at the characterization of localized discriminant features in multi-sensor signals. After discrete wavelet transform and spatial filtering, a projection onto the relevant wavelet and spatial channels subspaces is used for dimension reduction. The projected signals are then decomposed as the sum of a signal of interest (i.e. discriminant) and background noise, using a very simple Gaussian linear mixed…
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