Inference for cumulative incidence quantiles via parametric and nonparametric approaches

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초록

In survival analysis, a point estimate and confidence interval for median survival time have been frequently used to summarize the survival curve. However, such quantile analyses on competing risks data have not been widely investigated. In this paper, we propose parametric inferences for quantiles from the cumulative incidence function and develop parametric confidence intervals for quantiles. In addition, we study a simplified method of inference for the nonparametric approach. We compare the parametric and nonparametric inferences in empirical studies. Simulation studies show that the procedures perform well, with parametric analyses yielding smaller mean square error when the model is not too badly misspecified. We illustrate the methods with data from a breast cancer clinical trial. Copyright (C) 2011 John Wiley & Sons, Ltd.

키워드

breast cancer; competing risks; confidence interval; cumulative incidence function; quantile; MEDIAN SURVIVAL-TIME; COMPETING RISKS; CONFIDENCE-INTERVALS; MULTISTATE MODELS; PROGRESSION
제목
Inference for cumulative incidence quantiles via parametric and nonparametric approaches
저자
Lee, Minjung; Fine, Jason P.
DOI
10.1002/sim.4349
발행일
2011-11-30
유형
Article
저널명
Statistics in Medicine
권
30
호
27
페이지
3221 ~ 3235