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Bootstrapping the conditional survival function estimator in the partial Koziol-Green model
In the partial Koziol-Green regression model, the lifetime variable may be censored by two types of censoring variables. One is called informative because it satisfies the Koziol-Green assumption on proportionality of hazards and the other one is general. Braekers and Veraverbeke proposed a non-para...
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Published in: | Journal of nonparametric statistics 2005-04, Vol.17 (3), p.299-318 |
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container_title | Journal of nonparametric statistics |
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creator | Braekers, Roel Veraverbeke, Noël |
description | In the partial Koziol-Green regression model, the lifetime variable may be censored by two types of censoring variables. One is called informative because it satisfies the Koziol-Green assumption on proportionality of hazards and the other one is general. Braekers and Veraverbeke proposed a non-parametric estimator for the conditional lifetime distribution and obtained a Gaussian approximation for the corresponding process. In the present paper, we propose an appropriate resampling scheme and show that this leads to a valid bootstrap approximation for the process. |
doi_str_mv | 10.1080/10485250500038330 |
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subjects | Bootstrap Fixed design Informative censoring Nonparametric regression Proportional hazards Right censoring Weak convergence |
title | Bootstrapping the conditional survival function estimator in the partial Koziol-Green model |
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