Modeling and inference of spatio-temporal protein dynamics across brain networks
Sara Garbarino, Marco Lorenzi

TL;DR
This paper introduces a Gaussian Process-based model for analyzing the spatio-temporal dynamics of misfolded proteins in brain networks, enabling better understanding and prediction of disease progression in neurological disorders.
Contribution
It presents a unified model combining long-term protein dynamics with time reparameterization, using non-linear dynamical systems within a scalable Gaussian Process framework.
Findings
Accurately recovers prescribed rates in simulated data
Precisely reconstructs underlying progression trajectories
Provides plausible bio-mechanical interpretation of amyloid deposition
Abstract
Models of misfolded proteins (MP) aim at discovering the bio-mechanical propagation properties of neurological diseases (ND) by identifying plausible associated dynamical systems. Solving these systems along the full disease trajectory is usually challenging, due to the lack of a well defined time axis for the pathology. This issue is addressed by disease progression models (DPM) where long-term progression trajectories are estimated via time reparametrization of individual observations. However, due to their loose assumptions on the dynamics, DPM do not provide insights on the bio-mechanical properties of MP propagation. Here we propose a unified model of spatio-temporal protein dynamics based on the joint estimation of long-term MP dynamics and time reparameterization of individuals observations. The model is expressed within a Gaussian Process (GP) regression setting, where…
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Taxonomy
TopicsGaussian Processes and Bayesian Inference · Gene Regulatory Network Analysis · Tensor decomposition and applications
