Causal Inference with Complex Surveys: A Unified Perspective on Sample Selection and Exposure Selection

Probability surveys are a major source of population representative data for policy research and program evaluation.However, the data come with the added complications of being observational and selected with unequal probabilities.Propensity score adjustments have become increasingly popular for inferring causal relationships in non-randomized studies, but when using survey data, estimates of the population level causal effect may be biased if the sampling design is not adequately adjusted for.The current practice of using propensity score estimators with complex surveys is somewhat ad-hoc.We propose a potentialoutcome super-population framework to streamline the causal analysis.We also develop propensityscore-and-survey weighted estimators and corresponding variance estimators, as well as their asymptotic properties.Our framework clarifies the confusion regarding the use of survey weighted propensity score in practice.The choice actually depends on the available sampling weights.Various estimators are compared in a simulation study, which shows that the proposed estimators perform better than the competing methods in terms of bias and confidence interval coverage when treatment effects are heterogeneous.To address an important public health issue, we evaluate the impact of e-cigarette use on future tobacco use intention in teens, using a large nationally representative survey in the United States.

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Publication Details

Journal
The American Statistician
Published
2024-11-05
DOI
https://doi.org/10.1080/00031305.2024.2423814
Primary Topic
Advanced Causal Inference Techniques
Type
article
Field-Weighted Citation Impact
0.00

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article

Causal Inference with Complex Surveys: A Unified Perspective on Sample Selection and Exposure Selection

Robert Ashmead, Bo Lü, Giovanni Nattino
The American Statistician
Advanced Causal Inference Techniques
article

Causal Inference with Complex Surveys: A Unified Perspective on Sample Selection and Exposure Selection

Robert Ashmead, Bo Lü, Giovanni Nattino
article en

Abstract

Probability surveys are a major source of population representative data for policy research and program evaluation.However, the data come with the added complications of being observational and selected with unequal probabilities.Propensity score adjustments have become increasingly popular for inferring causal relationships in non-randomized studies, but when using survey data, estimates of the population level causal effect may be biased if the sampling design is not adequately adjusted for.The current practice of using propensity score estimators with complex surveys is somewhat ad-hoc.We propose a potentialoutcome super-population framework to streamline the causal analysis.We also develop propensityscore-and-survey weighted estimators and corresponding variance estimators, as well as their asymptotic properties.Our framework clarifies the confusion regarding the use of survey weighted propensity score in practice.The choice actually depends on the available sampling weights.Various estimators are compared in a simulation study, which shows that the proposed estimators perform better than the competing methods in terms of bias and confidence interval coverage when treatment effects are heterogeneous.To address an important public health issue, we evaluate the impact of e-cigarette use on future tobacco use intention in teens, using a large nationally representative survey in the United States.

The American StatisticianVol. 79(2)
OhioHealth (US), Mario Negri Institute for Pharmacological Research (IT), Istituti di Ricovero e Cura a Carattere Scientifico (IT), The Ohio State University (US)
National Science Foundation, U.S. Department of Health and Human Services
Openalex Percentile: Top 80%
Advanced Causal Inference Techniques
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Causal Inference with Complex Surveys: A Unified Perspective on Sample Selection and Exposure Selection — Robert Ashmead, Bo Lü, et al. · The American Statistician (2024) | TGRS Research Map | TGRS