High-dimensional Multivariate Mediation: with Application to Neuroimaging Data
Oliver Y. Ch\'en, Ciprian M. Crainiceanu, Elizabeth L. Ogburn, Brian, S. Caffo, Tor D. Wager, Martin A. Lindquist

TL;DR
This paper introduces a novel exploratory mediation analysis method called directions of mediation (DMs) for high-dimensional mediators, with applications to neuroimaging data like fMRI, enabling identification of mediating brain regions.
Contribution
The paper presents a new method for high-dimensional mediation analysis, including an estimation algorithm and asymptotic properties, tailored for complex data like brain images and genetic data.
Findings
Successfully applied to fMRI data to identify brain regions mediating pain response.
Provides a scalable approach for high-dimensional mediators in various scientific fields.
Establishes theoretical properties of the estimators for reliable inference.
Abstract
Mediation analysis has become an important tool in the behavioral sciences for investigating the role of intermediate variables that lie in the path between a randomized treatment and an outcome variable. The influence of the intermediate variable on the outcome is often explored using structural equation models (SEMs), with model coefficients interpreted as possible effects. While there has been significant research on the topic in recent years, little work has been done on mediation analysis when the intermediate variable (mediator) is a high-dimensional vector. In this work we present a new method for exploratory mediation analysis in this setting called the directions of mediation (DMs). The first DM is defined as the linear combination of the elements of a high-dimensional vector of potential mediators that maximizes the likelihood of the SEM. The subsequent DMs are defined as…
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