A Riemann Manifold Model Framework for Longitudinal Changes in Physical Activity Patterns
Jingjing Zou, Tuo Lin, Chongzhi Di, John Bellettiere, Marta M., Jankowska, Sheri J. Hartman, Dorothy D. Sears, Andrea Z. LaCroix, Cheryl L., Rock, Loki Natarajan

TL;DR
This paper introduces a novel Riemann manifold-based functional data analysis framework to model and analyze longitudinal changes in physical activity patterns from wearable device data, capturing detailed temporal dynamics.
Contribution
It proposes a new approach modeling minute-level physical activity as Riemann manifolds and uses deformations to analyze longitudinal changes, revealing unique activity change modes.
Findings
Identified distinct modes of PA change such as overall enhancement and morning activity boost.
Demonstrated the method's ability to relate PA changes to health outcomes and interventions.
Provided insights into how different PA change modes influence weight loss.
Abstract
Physical activity (PA) is significantly associated with many health outcomes. The wide usage of wearable accelerometer-based activity trackers in recent years has provided a unique opportunity for in-depth research on PA and its relations with health outcomes and interventions. Past analysis of activity tracker data relies heavily on aggregating minute-level PA records into day-level summary statistics, in which important information of PA temporal/diurnal patterns is lost. In this paper we propose a novel functional data analysis approach based on Riemann manifolds for modeling PA and its longitudinal changes. We model smoothed minute-level PA of a day as one-dimensional Riemann manifolds and longitudinal changes in PA in different visits as deformations between manifolds. The variability in changes of PA among a cohort of subjects is characterized via variability in the deformation.…
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Taxonomy
TopicsPhysical Activity and Health · Mental Health Research Topics · Context-Aware Activity Recognition Systems
