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Estimation of thin-oxide reliability using proportional hazards models
, 1990Proportional hazards models for estimating thin-oxide dielectric reliability and time-dependent dielectric-breakdown hazard rates are developed. Two groups of models are considered: group one ignores interactions between temperature and electric field ...
E. Elsayed, C. Chan
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On fitting Cox's proportional hazards models to survey data
, 2000SUMMARY Binder (1992) proposed a method of fitting Cox's proportional hazards models to survey data with complex sampling designs. He defined the regression parameter of interest as the solution to the partial likelihood score equation based on all the ...
D. Lin
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Bayesian Inference for Generalized Linear and Proportional Hazards Models Via Gibbs Sampling
, 1993It is shown that Gibbs sampling, making systematic use of an adaptive rejection algorithm proposed by Gilks and Wild, provides a straightforward computational procedure for Bayesian inferences in a wide class of generalized linear and proportional ...
P. Dellaportas, Adrian F. M. Smith
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Fitting Cox's proportional hazards models from survey data
, 1992SUMMARY The proportional hazards model makes a number of assumptions which may not always be completely satisfied. However, fitting such models can have both descriptive and analytical value.
D. Binder
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Goodness-of-fit Tests for Additive Hazards and Proportional Hazards Models
, 1991Goodness-of-fit tests for Cox's proportional hazards model and Aalen's additive risk model, in which each model is compared on an equal footing with the best fitting fully nonparametric model, are developed.
I. McKeague, K. J. Utikal
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Simulating survival data with predefined censoring rates for proportional hazards models
Statistics in Medicine, 2017F. Wan
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Proportional hazards models of infrastructure system recovery
Reliability Engineering & System Safety, 2014K. Barker, H. Baroud
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Instrumental variable additive hazards models
Biometrics, 2015Jialiang Li, J. Fine, A. Brookhart
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