On the use of cross-fitting in causal machine learning with correlated units

Fuente: arXiv
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Main Authors: Balkus, Salvador V., Laith, Hasan, Hejazi, Nima S.
Format: Preprint
Published: 2026
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author Balkus, Salvador V.
Laith, Hasan
Hejazi, Nima S.
author_facet Balkus, Salvador V.
Laith, Hasan
Hejazi, Nima S.
contents In causal machine learning, the fitting and evaluation of nuisance models are often performed on separate partitions, or folds, of the observed data. This technique, called cross-fitting, eliminates bias introduced by the use of black-box predictive algorithms. When study units may be correlated, such as in spatial, clustered, or time-series data, investigators often design bespoke forms of cross-fitting to minimize correlation between folds. We prove that, perhaps contrary to popular belief, this is typically unnecessary: performing cross fitting as if study units were independent still eliminates key bias terms even when units may be correlated. In simulation experiments with various correlation structures, we show that causal machine learning estimators achieve the same or improved bias and precision under cross-fitting that ignores correlation compared to techniques striving to eliminate correlation between folds.
format Preprint
id arxiv_https___arxiv_org_abs_2601_10899
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle On the use of cross-fitting in causal machine learning with correlated units
Balkus, Salvador V.
Laith, Hasan
Hejazi, Nima S.
Methodology
In causal machine learning, the fitting and evaluation of nuisance models are often performed on separate partitions, or folds, of the observed data. This technique, called cross-fitting, eliminates bias introduced by the use of black-box predictive algorithms. When study units may be correlated, such as in spatial, clustered, or time-series data, investigators often design bespoke forms of cross-fitting to minimize correlation between folds. We prove that, perhaps contrary to popular belief, this is typically unnecessary: performing cross fitting as if study units were independent still eliminates key bias terms even when units may be correlated. In simulation experiments with various correlation structures, we show that causal machine learning estimators achieve the same or improved bias and precision under cross-fitting that ignores correlation compared to techniques striving to eliminate correlation between folds.
title On the use of cross-fitting in causal machine learning with correlated units
topic Methodology
url https://arxiv.org/abs/2601.10899