A self-supervised deep Riemannian representation to classify parkinsonian fixational patterns
Edward Sandoval1, Juan Olmos1, Fabio Martínez1
1BIVL(2)ab, Universidad Industrial de Santander, Bucaramanga, Colombia.
This study introduces a novel self-supervised deep learning method using Riemannian geometry to analyze eye movements for Parkinson's disease (PD) detection. The approach accurately identifies PD patterns, offering a promising non-invasive diagnostic biomarker.
Area of Science:
- Neuroscience
- Computer Science
- Biomedical Engineering
Background:
- Parkinson's disease (PD) is a prevalent neurodegenerative disorder lacking definitive biomarkers for early detection or monitoring.
- Current diagnostic methods for PD often rely on subjective assessments or invasive procedures.
- Existing computational approaches for PD diagnosis typically require large labeled datasets and are prone to expert bias.
Purpose of the Study:
- To develop a self-supervised computational framework for identifying Parkinson's disease (PD) using oculomotor fixation patterns.
- To overcome limitations of current diagnostic methods, including invasive protocols and reliance on supervised learning with labeled data.
- To create a robust and unbiased method for detecting PD-related oculomotor abnormalities.
Main Methods:
- A self-supervised deep representation architecture was designed, utilizing Riemannian geometry.
- Deep convolutional features were extracted from oculomotor fixation video slices and encoded into compact Symmetric Positive Definite (SPD) matrices.
- A Riemannian encoder-decoder model was employed to learn geometric patterns from SPD embeddings without supervision.
Main Results:
- The proposed architecture successfully learned discriminative oculomotor fixation patterns without requiring diagnostic labels.
- In a binary classification task, the Riemannian representation achieved 95.6% average accuracy and 99% Area Under the Curve (AUC).
- The method demonstrated significant capability in distinguishing Parkinsonian patterns from healthy controls.
Conclusions:
- Self-supervised Riemannian deep representation offers a powerful, non-invasive approach for PD detection through oculomotor analysis.
- This method provides a sensitive biomarker for PD, potentially improving early diagnosis and patient management.
- The architecture effectively captures geometric patterns in oculomotor data, overcoming limitations of supervised learning and invasive methods.
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