Geometric Machine Learning on EEG Signals
Benjamin J. Choi

TL;DR
This paper introduces a geometric machine learning pipeline for EEG signal processing that improves neural classification accuracy by uncovering low-dimensional structures in high-dimensional brainwave data.
Contribution
The paper presents a novel combination of attention-based filtering, Fourier transforms, Ricci flow, and graph convolutional networks for EEG analysis, demonstrating promising preliminary results.
Findings
Achieved >0.95 correlation coefficient in neural denoising
Reached 0.97 accuracy in digit vs. non-digit classification
Validated the pipeline on two EEG datasets
Abstract
Brain-computer interfaces (BCIs) offer transformative potential, but decoding neural signals presents significant challenges. The core premise of this paper is built around demonstrating methods to elucidate the underlying low-dimensional geometric structure present in high-dimensional brainwave data in order to assist in downstream BCI-related neural classification tasks. We demonstrate two pipelines related to electroencephalography (EEG) signal processing: (1) a preliminary pipeline removing noise from individual EEG channels, and (2) a downstream manifold learning pipeline uncovering geometric structure across networks of EEG channels. We conduct preliminary validation using two EEG datasets and situate our demonstration in the context of the BCI-relevant imagined digit decoding problem. Our preliminary pipeline uses an attention-based EEG filtration network to extract clean signal…
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Taxonomy
TopicsAdvanced Scientific Research Methods · Advanced Computational Techniques and Applications · Neural Networks and Applications
