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Simple graphical rules for assessing selection bias in general-population and selected-sample treatment effects
Maya B Mathur1, Ilya Shpitser2
1Quantitative Sciences Unit, Department of Medicine, School of Medicine, Stanford University, Palo Alto, CA 94304, United States.
Selection bias in sample analyses can distort causal average treatment effects (ATE). This study introduces graphical rules to identify and adjust for selection bias, offering new insights into causal inference.
Area of Science:
- Causal inference
- Epidemiology
- Biostatistics
Background:
- Selection bias can compromise the validity of analyses using selected samples.
- Understanding bias is crucial for accurate causal effect estimation in observational studies.
Purpose of the Study:
- To develop simple graphical rules for assessing selection bias in selected-sample analyses.
- To determine if covariate adjustment can mitigate selection bias.
- To introduce and provide graphical rules for the 'net treatment difference' estimand.
Main Methods:
- Utilizing single-world intervention graphs to represent causal structures.
- Developing graphical criteria to identify and assess different types of selection bias.
- Decomposing bias into 'internal bias' and 'net-external bias'.
Main Results:
- Provided clear graphical rules to check for unbiasedness of selected-sample analyses relative to general population and selected-sample ATE.
- Established rules for covariate adjustment to eliminate selection bias.
- Introduced graphical rules for the 'net treatment difference' when treatment affects selection.
Conclusions:
- Graphical rules offer a straightforward method for evaluating selection bias in selected samples.
- The decomposition of bias provides conceptual clarity on bias mechanisms.
- This framework enhances the understanding and handling of selection bias in causal research.
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