Causal Inference for Unobservable Multivariate Outcomes, with Applications to Brain Effective Connectivity
Haiyue Song, Ani Eloyan, Youjin Lee

TL;DR
This paper develops methods to estimate causal effects on derived brain connectivity measures from neuroimaging data, addressing biases from outcome dependencies and confounding, with theoretical validation and real data application.
Contribution
It introduces a novel sample-splitting approach and inverse probability weighting techniques for causal inference on derived multivariate outcomes like effective connectivity.
Findings
Methods are asymptotically valid with error control.
Simulation studies demonstrate effectiveness.
Applied to Alzheimer's data, revealing causal effects of amyloid on connectivity.
Abstract
Evaluating the causal effect of an intervention on multivariate outcomes is challenging when the outcomes are interdependent and derived rather than directly observed. Effective connectivity, which summarizes the directional neural communication between brain regions, is one such derived relational outcome. Estimating how external interventions affect effective connectivity introduces two layers of causal inference problems: identifying directional relationships among brain regions from high-dimensional neuroimaging time series and estimating the causal effect of the intervention on these derived relationships. Each layer introduces distinct biases. The first arises from within-outcome dependencies unrelated to the intervention; to address this, we propose a sample-splitting method for estimating meaningful, and potentially causally informative, effective connectivity measures. The…
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