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The problem at hand is that of drawing nonparametric inference about F based on the censored observations ( Z i, δ i ), i = 1, …, n.
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The complement of the KM estimator based on these censored subdistribution times has been previously shown to be equivalent to the cumulative incidence estimator (see [ 25] and [ 26] for proofs, also noted in [ 15]).
This paper derives the unbiased estimations of the mean life and the failure rate at a design stress based on the failure censored step-stress accelerated life-testing data.
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The inter-subject variance components are smaller for the ones based on the model with censoring mechanism, especially for k and ϕ.
The main purpose of this paper is to study the strong convergence rates and strong representation of the Kaplan-Meier estimator and the hazard estimator based on censored data when the survival and the censoring times form the NA (see the following definition) sequences.
In this paper, we discuss the strong convergence rates and strong representation of the Kaplan-Meier estimator and the hazard estimator based on censored data when the survival and the censoring times form negatively associated (NA) sequences.
In "Regression model" section, we present a regression model based on the PCNB distribution with censored data.
Based on the findings from interval censored regression, we estimated that there were 152 (95% confidence interval: 118-196) acuToxoplasmasma infections during pregnancy in the years 2000-2007 in the study sample (based on 92,365 pregnancies in the same period).
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