Spatially Varying Coefficient Models for Estimating Heterogeneous Mixture Effects
Jacob Englert, Howard Chang

TL;DR
This paper introduces a Bayesian additive regression trees-based spatially varying coefficient model to estimate heterogeneous effects of environmental chemical mixtures on health outcomes, demonstrated through air pollution and birthweight data in Georgia.
Contribution
The study develops and applies a novel spatially varying coefficient model for mixture effects, capturing geographic heterogeneity in environmental health associations.
Findings
Identified county-level spatial heterogeneity in air pollution effects on birthweight.
Detected significant associations in 17 counties with up to -16.65 grams birthweight reduction.
Validated the model's performance through simulation studies.
Abstract
Recent studies of associations between environmental exposures and health outcomes have shifted toward estimating the effect of simultaneous exposure to multiple chemicals. Summary index methods, such as the weighted quantile sum and quantile g-computation, are now commonly used to analyze environmental exposure mixtures in a broad range of applications. These methods provide a simple and interpretable framework for quantifying mixture effects. However, when data arise from a large geographical study region, it may be unreasonable to expect a common mixture effect. In this work, we explore the use of a recently developed spatially varying coefficient model based on Bayesian additive regression trees to estimate spatially heterogeneous mixture effects using quantile g-computation. We conducted simulation studies to evaluate the method's performance. We then applied this model to an…
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Taxonomy
TopicsStatistical Methods and Inference
