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Population-calibrated multiple imputation for a binary/categorical covariate in categorical regression models
Tra My Pham1, James R Carpenter2,3, Tim P Morris2
1Department of Primary Care and Population Health, University College London, London, UK.
Multiple imputation (MI) using the calibrated-δ adjustment improves missing data analysis when data are not missing at random. This method calibrates inference to population distributions, enhancing accuracy for medical research.
Area of Science:
- Biostatistics
- Medical Informatics
- Epidemiology
Background:
- Multiple imputation (MI) is widely used for handling missing data in medical research.
- Standard MI assumes data are missing at random (MAR), which may be inadequate for missing not at random (MNAR) data.
- External population-level data can offer valuable information for improving imputation models.
Purpose of the Study:
- To introduce and evaluate a novel MI method, the calibrated-δ adjustment, for handling MNAR data.
- To demonstrate how to incorporate population marginal distributions into MI models.
- To assess the performance of the calibrated-δ adjustment MI compared to standard MI under MAR and MNAR scenarios.
Main Methods:
- The calibrated-δ adjustment uses an offset derived from the external population marginal distribution of the incomplete variable.
- Analytic derivations and simulation studies were conducted to evaluate the method.
- The method was applied to impute missing ethnicity data in a UK primary care electronic health records study on type 2 diabetes prevalence.
Main Results:
- The calibrated-δ adjustment MI method yields results comparable to standard MI under the MAR assumption.
- Under two MNAR mechanisms, the proposed method provides more accurate inference than standard MI.
- Application to ethnicity data in a diabetes study revealed scientifically relevant changes in inference for non-White ethnic groups.
Conclusions:
- Calibrated-δ adjustment MI is a pragmatic approach to leverage population-level information for sensitivity analyses.
- This method helps explore potential departures from the MAR assumption in missing data analyses.
- The technique enhances the robustness and accuracy of MI, particularly in complex missing data situations.
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