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On model selection and model misspecification in causal inference
Stijn Vansteelandt1, Maarten Bekaert, Gerda Claeskens
1Department of Applied Mathematics and Computer Sciences, Ghent University, 281 (S9) Krijgslaan, 9000 Ghent, Belgium. stijn.vansteelandt@ugent.be
Standard variable selection methods in observational studies can bias exposure effect estimates. A new procedure targets exposure effect quality, offering more reliable causal inference and robust confidence intervals even with ignored confounder selection.
Area of Science:
- Epidemiology
- Biostatistics
- Causal Inference
Background:
- Standard variable selection procedures are commonly used in observational studies for outcome prediction.
- Their application to assess exposure effects can lead to biased estimators for both effects and their uncertainty.
Purpose of the Study:
- To highlight the sub-optimal nature of standard variable selection in exposure effect assessment.
- To propose a novel confounder-selection procedure that directly improves exposure effect estimation.
- To identify causal inference strategies robust to confounder selection issues.
Main Methods:
- Comparative analysis of standard variable selection versus a proposed targeted procedure.
- Evaluation of causal inference strategies for their robustness and validity of confidence intervals.
- Assessment of bias in exposure effect and uncertainty estimators.
Main Results:
- Standard variable selection procedures are prone to introducing bias in observational studies.
- The proposed procedure directly targets the quality of the exposure effect estimator.
- Certain causal inference strategies provide valid confidence intervals and robustness against misspecification, even when confounder selection is ignored.
Conclusions:
- Rethinking variable selection is crucial for accurate exposure effect estimation in observational research.
- The proposed method offers a more direct approach to improving causal inference quality.
- Specific causal inference techniques demonstrate resilience to confounder selection complexities.
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