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Handling Partially Observed Trial Data After Treatment Withdrawal: Introducing Retrieved Dropout Reference-Base
Suzie Cro1, James H Roger2, James R Carpenter2,3
1Imperial Clinical Trials Unit, Imperial College London, London, UK.
This study introduces retrieved dropout reference-base centred multiple imputation to handle missing data from early treatment withdrawal in clinical trials. This novel Bayesian approach improves estimation accuracy and reduces standard errors for more reliable treatment effect analysis.
Area of Science:
- Clinical Trials Methodology
- Statistical Analysis in Medicine
- Bayesian Statistics
Background:
- ICH E9(R1) Addendum recommends treatment-policy strategy for intercurrent events like treatment withdrawal.
- Early patient withdrawal in studies creates missing data, complicating primary outcome analysis.
- Existing multiple imputation methods for retrieved dropout can face estimation challenges.
Purpose of the Study:
- To introduce a novel multiple imputation method for handling missing data due to treatment withdrawal.
- To address challenges in parameter estimation within retrieved dropout imputation models.
- To improve the reliability of statistical analyses in clinical trials with early treatment termination.
Main Methods:
- Developed a novel retrieved dropout reference-base centred multiple imputation approach.
- Combined a core reference-based model with a retrieved dropout compliance model.
- Utilized mildly informative Bayesian priors for parameters that are difficult to estimate.
- Incorporated both on- and off-treatment data for imputation model parameterization.
Main Results:
- The novel approach alleviates the need for complex analysis rules for non-estimable or poorly estimated parameters.
- Reduces unrealistically large standard errors in the resulting statistical analyses.
- Provides a more robust method for handling missing data in treatment-policy estimands.
Conclusions:
- Retrieved dropout reference-base centred multiple imputation offers a robust solution for missing data in clinical trials.
- This Bayesian approach enhances the accuracy and stability of treatment effect estimations.
- Facilitates more reliable analysis when patients withdraw from randomized treatment early.
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