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Published on: January 11, 2020
Variable selection for doubly robust causal inference
1AI/Big Data Analysis Team, LG Display, 245, LG-ro, Wollong-myeon, Paju-si, Gyeonggi-do, The Republic of Korea.
Controlling for confounding in observational studies is challenging. This study proposes a new variable selection method for augmented inverse probability weighting (AIPW) to maintain its double robustness for accurate causal effect estimation.
Area of Science:
- Statistics
- Causal Inference
- Observational Studies
Background:
- Confounding control is critical but difficult in observational studies for causal inference.
- Augmented inverse probability weighting (AIPW) is a popular method for estimating average causal effect (ACE) due to its double robustness.
- Variable selection is essential for ensuring the unconfoundness assumption and for efficient estimation.
Purpose of the Study:
- To investigate the impact of variable selection strategies on the double robustness property of AIPW estimators.
- To propose a novel variable selection approach that preserves the double robustness of AIPW.
- To provide a robust method for causal effect estimation in observational studies.
Main Methods:
- Demonstrated that variable selection for efficient estimation can compromise AIPW's double robustness.
- Proposed a new principle: control the propensity score model for any predictor of treatment or outcome.
- Developed a two-stage procedure involving penalized variable selection and AIPW estimation.
Main Results:
- The proposed method preserves the desirable double robustness property of the AIPW estimator.
- Variable selection targeted for efficient estimation can lead to loss of double robustness.
- The proposed procedure shows favorable finite-sample performance in simulations and applications.
Conclusions:
- The proposed variable selection strategy ensures the reliability of AIPW for causal inference.
- This approach offers a robust solution for confounding control and accurate ACE estimation in observational data.
- The findings are validated through simulation studies and a real-world data application.
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