Gaussian Process-driven Hidden Markov Models for Early Diagnosis of Infant Gait Anomalies
Luis Torres-Torres F., Jonatan Arias-Garc\'ia (UTP), Hern\'an F., Garc\'ia, Andr\'es F. L\'opez-Lopera (UPHF, CERAMATHS), Jes\'us F., Vargas-Bonilla

TL;DR
This paper introduces a Gaussian Process-driven Hidden Markov Model that effectively captures infant gait dynamics, enabling early detection of neurological disorders with improved accuracy and interpretability over existing methods.
Contribution
The novel integration of Multi-Output Gaussian Processes with Hidden Markov Models provides a robust framework for modeling complex infant gait patterns and detecting anomalies.
Findings
MoGP outperforms LSTM in modeling gait dynamics
Provides uncertainty quantification for gait predictions
Enhances interpretability of gait phase transitions
Abstract
Gait analysis is critical in the early detection and intervention of motor neurological disorders in infants. Despite its importance, traditional methods often struggle to model the high variability and rapid developmental changes inherent to infant gait. To address these challenges, we propose a probabilistic Gaussian Process (GP)-driven Hidden Markov Model (HMM) to capture the complex temporal dynamics of infant gait cycles and enable automatic recognition of gait anomalies. We use a Multi-Output GP (MoGP) framework to model interdependencies between multiple gait signals, with a composite kernel designed to account for smooth, non-smooth, and periodic behaviors exhibited in gait cycles. The HMM segments gait phases into normal and abnormal states, facilitating the precise identification of pathological movement patterns in stance and swing phases. The proposed model is trained and…
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Taxonomy
TopicsInfant Health and Development · Gait Recognition and Analysis · Infant Development and Preterm Care
