0000000001072678

AUTHOR

Valérie Jooste

showing 2 related works from this author

Goodness-of-fit tests for parametric excess hazard rate models with covariates

2017

In this paper we propose a general methodology for testing the null hypothesis that an excess hazard rate model, with or without covariates, belongs to a parametric family. Estimating the excess hazard rate function parametrically through the maximum likelihood method and non-parametrically (or semi-parametrically) we build a discrepancy process which is shown to be asymptotically Gaussian under the null hypothesis. Based on this result we are able to build some statistical tests in order to decide wether or not the null hypothesis is acceptable. We illustrate our results by the construction of chi-square tests which the behavior is studied through a Monte-Carlo study. Then the testing proc…

[STAT]Statistics [stat]Proportional excess hazards modelSemiparametric estimation[ STAT ] Statistics [stat]Maximum likelihood estimationNonparametric estimationcolon cancer dataCovariatesExcess hazard model[STAT] Statistics [stat]
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A partial review of cure models with an application to French cancer registries data to improve patients' access to insurance and credit

2016

International audience; BackgroundSurvival cure models are widely used in public health researches to analyze time-to-event data in which some subjects would never experience the event of interest; these subjects are said to be statistically cured. There are two types of cure models, the mixture cure modeland the non-mixture cure model which were first formulated respectively by Boag(1949)[1] and Yakovlev et al. (1993) [2]. These models have been intensively developed [3,4 among others] and have also been extended to the net survival framework [5-7 for instance].In cancersurvival analysis,net survival is a measure of survival in the hypothetical world wherecancer would bethe only possible c…

[SDV.CAN] Life Sciences [q-bio]/Cancercancer registriesC ure rate modelscancer[SDV.CAN]Life Sciences [q-bio]/Cancernet survival[ SDV.CAN ] Life Sciences [q-bio]/Cancersurvival analysis
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