4.6 Article

Practical Guide to Honest Causal Forests for Identifying Heterogeneous Treatment Effects

期刊

AMERICAN JOURNAL OF EPIDEMIOLOGY
卷 192, 期 7, 页码 1155-1165

出版社

OXFORD UNIV PRESS INC
DOI: 10.1093/aje/kwad043

关键词

data science; effect modifiers; epidemiologic methods; honest causal forests; machine learning; precision medicine

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Heterogeneous treatment effects refer to conditional average treatment effects (CATEs) that vary across population subgroups. Estimating such effects is important for identifying populations that may benefit or be harmed by a treatment. However, standard regression approaches have limitations in estimating heterogeneous effects. In this article, the authors propose a practical guide to using honest causal forests, a tree-based learning method, for identifying and estimating these effects.
Heterogeneous treatment effects is a term which refers to conditional average treatment effects (i.e., CATEs) that vary across population subgroups. Epidemiologists are often interested in estimating such effects because they can help detect populations that may particularly benefit from or be harmed by a treatment. However, standard regression approaches for estimating heterogeneous effects are limited by preexisting hypotheses, test a single effect modifier at a time, and are subject to the multiple-comparisons problem. In this article, we aim to offer a practical guide to honest causal forests, an ensemble tree-based learning method which can discover as well as estimate heterogeneous treatment effects using a data-driven approach. We discuss the fundamentals of tree-based methods, describe how honest causal forests can identify and estimate heterogeneous effects, and demonstrate an implementation of this method using simulated data. Our implementation highlights the steps required to simulate data sets, build honest causal forests, and assess model performance across a variety of simulation scenarios. Overall, this paper is intended for epidemiologists and other population health researchers who lack an extensive background in machine learning yet are interested in utilizing an emerging method for identifying and estimating heterogeneous treatment effects.

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