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Learning Cortico-Muscular Dependence through Orthonormal Decomposition of Density Ratios

NeurIPS 2024 · Probabilistic and scientific modeling › Dynamical systems · approach: Functional connectivity modeling · 1 citations (OpenAlex)

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Applies orthonormal density-ratio decomposition (FMCA) with a new matrix-trace cost (FMCA-T) to unlabeled EEG-EMG pairs to learn cortico-muscular dependence, yielding eigenfunctions that classify movements and subjects and localized channel/temporal dependence maps.

Problem

Modeling high-level, contextual and localized (channel- and time-level) cortico-muscular connectivity between EEG and EMG, which scalar dependence measures like coherence, KICA, HSIC and MINE fail to provide robustly.

Approach

Replaces the log-determinant cost of FMCA with a matrix trace cost (FMCA-T) that optimizes the sum of top eigenvalues of the density ratio, and adds a top-down channel/temporal localization scheme so eigenfunctions and density ratios can be attributed to EEG channels and time steps.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
use EEG eigenfunctions learned with FMCA-T instead of CSP-RLDA featuresEEG-EMG-Fusion inter-subject 3-class classification · EEG-EMG-Fusion inter-subject 3-classaccuracy: 0.985±0.019 -> 0.994±0.002Helped
use EEG eigenfunctions learned with FMCA-T instead of Deep4 featuresEEG-EMG-Fusion inter-subject 11-class classification · EEG-EMG-Fusion inter-subject 11-classaccuracy: 0.274±0.001 -> 0.320±0.009Helped
use EEG eigenfunctions learned with FMCA-T instead of EEGNetEEG-EMG-Fusion inter-subject subject classification · EEG-EMG-Fusion inter-subject subject classificationaccuracy: 0.988±0.007 -> 0.998±0.004Helped
use EEG eigenfunctions learned with FMCA-T instead of VicReg featuresEEG-EMG-Fusion cross-subject 3-class classification · EEG-EMG-Fusion cross-subject 3-classaccuracy: 0.449±0.016 -> 0.540±0.012Helped
use EEG eigenfunctions learned with FMCA-T instead of Deep4 featuresEEG-EMG-Fusion cross-subject 11-class classification · EEG-EMG-Fusion cross-subject 11-classaccuracy: 0.140±0.000 -> 0.121±0.002Hurt
use matrix trace cost rather than log-determinant cost (ablation)FMCA EEG eigenfunction classifier · EEG-EMG-Fusion inter-subject 3-classaccuracy: 0.985±0.003 -> 0.994±0.002Helped
use matrix trace cost rather than log-determinant cost (ablation)FMCA EEG eigenfunction classifier · EEG-EMG-Fusion inter-subject 11-classaccuracy: 0.257±0.011 -> 0.320±0.009Helped
use matrix trace cost rather than log-determinant cost (ablation)FMCA EEG eigenfunction classifier · EEG-EMG-Fusion inter-subject subject classificationaccuracy: 0.989±0.007 -> 0.998±0.004Helped
use matrix trace cost rather than log-determinant cost (ablation)FMCA EEG eigenfunction classifier · EEG-EMG-Fusion cross-subject 3-classaccuracy: 0.509±0.014 -> 0.540±0.012Helped
use matrix trace cost rather than log-determinant cost (ablation)FMCA EEG eigenfunction classifier · EEG-EMG-Fusion cross-subject 11-classaccuracy: 0.115±0.003 -> 0.121±0.002Helped
replace the log-determinant objective with the matrix trace objective (ablation)FMCA dependence estimation · EEG-EMG-Fusion trainingtraining stabilityHelped

Surprising findings

Limitations

Experimental setup

Datasets: EEG-EMG-Fusion (public GigaDB dataset) SinWav (simulated) Simulated EEG-EMG dataset via EEGSourceSim

Benchmarks: EEG-EMG-Fusion inter-subject and cross-subject classification (3-class, 11-class, subject) SinWav robustness

Metrics: classification accuracy dependence measure stability

Baselines: KICA HSIC MINE CC MIR CMC EEGNet EEG-Conformer Deep4 CSP-RLDA Barlow Twins SimCLR

Builds on: Functional Maximal Correlation Algorithm (FMCA) MINE KICA HSIC

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