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Multiple imputation methods for inference on cumulative incidence with missing cause of failure
Minjung Lee1, Kathleen A Cronin, Mitchell H Gail
1Data Analysis and Interpretation Branch, Division of Cancer Control and Population Studies, National Cancer Institute, Bethesda, MD 20852, USA. leem5@mail.nih.gov
Estimating cumulative incidence is challenging with missing data. This study introduces multiple imputation methods using asymptotic theory to accurately calculate cumulative incidence and prediction error, even with incomplete failure causes.
Area of Science:
- Biostatistics
- Survival Analysis
- Epidemiology
Background:
- Estimating cumulative incidence, or absolute risk, is crucial in survival analysis.
- Missing cause-of-failure data complicates accurate cumulative incidence estimation.
- Existing methods may be unreliable when data is incomplete.
Purpose of the Study:
- To develop and validate statistical methods for estimating cumulative incidence with missing failure data.
- To provide a robust approach using multiple imputation and asymptotic theory.
- To assess the performance of these methods in simulated and real-world data.
Main Methods:
- Development of asymptotic theory for multiple imputation in the context of competing risks.
- Modeling cause-specific hazards using separate proportional hazards models.
- Application of the methods to survival data with missing cause-of-failure information.
Main Results:
- The proposed multiple imputation methods provide accurate estimates of cumulative incidence under missing at random assumptions.
- Simulation studies demonstrate that the procedures perform well in cohorts of 200 and 400 subjects.
- The methods effectively handle missing data, yielding reliable estimates for cumulative incidence and prediction error.
Conclusions:
- Multiple imputation based on asymptotic theory offers a reliable approach for estimating cumulative incidence with missing failure data.
- The developed methods are applicable to various settings, including cancer survival analysis.
- This work provides a valuable tool for researchers dealing with incomplete survival data.
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