MENDR: Manifold Explainable Neural Data Representations
Matthew Chen, Micky Nnamdi, Justin Shao, Andrew Hornback, Hongyun Huang, Ben Tamo, Yishan Zhong, Benoit Marteau, Wenqi Shi, May Dongmei Wang

TL;DR
MENDR introduces an interpretable, efficient EEG foundation model using a Riemannian manifold transformer that leverages wavelet features, achieving high performance and transparency for clinical applications.
Contribution
The paper presents MENDR, a novel filter bank-based EEG model with a Riemannian manifold transformer architecture, enhancing interpretability and efficiency over existing models.
Findings
Achieves near state-of-the-art performance on clinical EEG tasks.
Provides geometric visualization of EEG embeddings as ellipsoids.
Uses fewer parameters than comparable models.
Abstract
Foundation models for electroencephalography (EEG) signals have recently demonstrated success in learning generalized representations of EEGs, outperforming specialized models in various downstream tasks. However, many of these models lack transparency in their pretraining dynamics and offer limited insight into how well EEG information is preserved within their embeddings. For successful clinical integration, EEG foundation models must ensure transparency in pretraining, downstream fine-tuning, and the interpretability of learned representations. Current approaches primarily operate in the temporal domain, overlooking advancements in digital signal processing that enable the extraction of deterministic and traceable features, such as wavelet-based representations. We propose MENDR (Manifold Explainable Neural Data Representations), a filter bank-based EEG foundation model built on a…
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