Bayesian Parameter Inference and Uncertainty Quantification for a Computational Pulmonary Hemodynamics Model Using Gaussian Processes
Amirreza Kachabi, Sofia Altieri Correa, Naomi C. Chesler, Mitchel J. Colebank

TL;DR
This study develops a fast, uncertainty-aware Bayesian modeling framework using Gaussian processes to infer microvascular parameters from pulmonary hemodynamics data, aiding personalized treatment of CTEPH.
Contribution
It introduces a computationally efficient Bayesian approach with GP emulators for microvascular parameter inference in pulmonary models, incorporating uncertainty quantification.
Findings
CTEPH causes heterogeneous microvascular changes.
Model parameters correlate with disease severity.
The method enables rapid, personalized assessment.
Abstract
Subject-specific modeling is a powerful tool in cardiovascular research, providing insights beyond the reach of current clinical diagnostics. Limitations in available clinical data require the incorporation of uncertainty into models to improve guidance for personalized treatments. However, for clinical relevance, such modeling must be computationally efficient. In this study, we used a one-dimensional (1D) fluid dynamics model informed by experimental data from a dog model of chronic thromboembolic pulmonary hypertension (CTEPH), incorporating measurements from multiple subjects under both baseline and CTEPH conditions. Surgical intervention can alleviate CTEPH, yet patients with microvascular disease (e.g., remodeling and narrowing of small vessels) often exhibit persistent pulmonary hypertension, highlighting the importance of assessing microvascular disease severity. Thus, each lung…
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