Mets R package implements simultaneous non-parametric RMST/RMTL estimation and IPCW regression for competing risks, with influence functions, G-computation, and ATE estimation that scales linearly with sample size.
Nonparametric estimation of the Patient Weighted While-Alive Estimand
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abstract
In clinical trials with recurrent events, such as repeated hospitalizations terminating with death, it is important to consider the patient events overall history for a thorough assessment of treatment effects. The occurrence of fewer events due to early deaths can lead to misinterpretation, emphasizing the importance of a while-alive strategy as suggested in Schmidli et al. (2023). In this study, we focus on the patient weighted while-alive estimand, represented as the expected number of events divided by the time alive within a target window, and develop efficient estimation for this estimand. Specifically, we derive the corresponding efficient influence function and develop a one-step estimator initially applied to the simpler irreversible illness-death model. For the broader context of recurrent events, due to the increased complexity, this one-step estimator is practically intractable due to likely misspecification of the needed conditional transition intensities that depend on a patient's unique history. Therefore, we suggest an alternative estimator that is expected to have high efficiency, focusing on the randomized treatment setting. Additionally, we apply our proposed estimator to two real-world case studies, demonstrating the practical applicability of this second estimator and benefits of this while-alive approach over currently available alternatives.
fields
stat.ME 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
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Restricted mean time lost for survival and competing risks data using mets in R
Mets R package implements simultaneous non-parametric RMST/RMTL estimation and IPCW regression for competing risks, with influence functions, G-computation, and ATE estimation that scales linearly with sample size.