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September 10, 2025Statistics in Medicine0 citationsOpen Access

Doubly Robust Estimation of Marginal Cumulative Incidence Curves for Competing Risk Analysis

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PHPatrick van HageSCSaskia le CessieMMMarissa C. van Maaren

Key Points

  • The doubly robust estimator improves the accuracy of cumulative incidence curve estimates in competing risk scenarios.
  • Simulation study showed that using the doubly robust method reduced bias compared to traditional methods despite model misspecification.
  • Adjustment for covariates is crucial for valid cumulative incidence estimation, especially in studies with competing risks.
  • This research highlights the trade-offs of various covariate adjustment techniques in the context of breast cancer outcomes.

Abstract

Covariate imbalance between treatment groups makes it difficult to compare cumulative incidence curves in competing risk analyses. In this paper, we discuss different methods to estimate adjusted cumulative incidence curves, including inverse probability of treatment weighting and outcome regression modeling. For these methods to work, correct specification of the propensity score model or outcome regression model, respectively, is needed. We introduce a new doubly robust estimator, which requires correct specification of only one of the two models. We conduct a simulation study to assess the performance of these three methods, including scenarios with model misspecification of the relationship between covariates and treatment and/or outcome. We illustrate their usage in a cohort study of breast cancer patients estimating covariate-adjusted marginal cumulative incidence curves for recurrence, second primary tumor development, and death after undergoing mastectomy treatment or breast-conserving therapy. Our study points out the advantages and disadvantages of each covariate adjustment method when applied in competing risk analysis.

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Cite This Study

Hage et al. (2025) studied this question.

synapsesocial.com/papers/68c1bd3b54b1d3bfb60ee699https://doi.org/10.1002/sim.70066
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