A Bayesian Additive Regression Trees Model for zero and one inflated data for Predicting Individual Treatment Effects in Alcohol Use Disorder Trials
Pamela Solano, M Lee Van Horn, Kyle Walters, Philipp Besendorfer, Alena Kuhlemeier, Manel Mart\'inez-Ram\'on, Thomas Jaki

TL;DR
This paper introduces HOBZ-BART, a Bayesian nonparametric model designed to accurately predict individual treatment effects for bounded semicontinuous outcomes in alcohol use disorder trials, improving personalized treatment strategies.
Contribution
HOBZ-BART is a novel Bayesian additive regression trees model that effectively models zero-one inflated data and estimates personalized treatment effects with interpretability and computational efficiency.
Findings
HOBZ-BART outperforms traditional models in predictive accuracy.
The model provides clinically meaningful treatment comparisons.
It enables personalized treatment insights in addiction research.
Abstract
Alcohol Use Disorder (AUD) treatment presents high individual-level heterogeneity, with outcomes ranging from complete abstinence to persistent heavy drinking. This variability-driven by complex behavioral, social, and environmental factors-poses major challenges for treatment evaluation and individualized decision-making. In particular, accurately modeling bounded semicontinuous outcomes and estimating predictive individual treatment effects (PITEs) remains methodologically demanding. For the pre-registered PITE analysis of Project MATCH, we developed HOBZ-BART, a novel Bayesian nonparametric model tailored for semicontinuous outcomes concentrated at clinically meaningful boundary values (0 and 1). The model decomposes the outcome into three components-abstinence, partial drinking, and persistent use-via a sequential hurdle structure, offering interpretability aligned with clinical…
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Taxonomy
TopicsAdvanced Causal Inference Techniques · Substance Abuse Treatment and Outcomes · Statistical Methods and Bayesian Inference
