Extensions of the Cox proportional hazards model for survival data are studied where allowance is made for unobserved heterogeneity and for correlation between the life times of several individuals. The extended models are frailty models inspired by Yashin et al. (1995). Estimation is carried out using the EM algorithm. Inference is discussed and potential applications are outlined, in particular to statistical research in human genetics using twin data or adoption data, aimed at separating the effects of genetic and environmental factors on mortality
The emphasis of this thesis lies on complex survival data and on the modelling of this kind of data....
This book presents the basic concepts of survival analysis and frailty models, covering both fundame...
sex-specifi c HRRs to infer gene-sex interaction. We also evaluate the haplotype effects on human su...
Extensions of the Cox proportional hazards model for survival data are studied where allowance is ma...
The hazard function plays a central role in survival analysis. In a homogeneous population, the dist...
One of the most popular models for survival analysis is the Cox proportional hazard model. In this m...
The aim of this paper is to present an overview of the methods used in modeling survival data. Since...
Statistical modeling of lifetime data, or survival analysis, is studied in many fields, including me...
In survival analysis recurrent event times are often observed on the same subject. These event times...
The Cox regression model which is commonly used in survival analysis is established under the propor...
Family survival data can be used to estimate the degree of genetic and environmental contributions t...
The use of frailty models to account for unobserved individual he terogeneity and other random effec...
1 SUMMARY. In survival data analysis, the proportional hazard model was introduced by Cox (1972) in ...
A key assumption of the popular Cox model is that the observations in the study are statistically in...
A mixture model in multivariate survival analysis is presented, whereby heterogeneity among subjects...
The emphasis of this thesis lies on complex survival data and on the modelling of this kind of data....
This book presents the basic concepts of survival analysis and frailty models, covering both fundame...
sex-specifi c HRRs to infer gene-sex interaction. We also evaluate the haplotype effects on human su...
Extensions of the Cox proportional hazards model for survival data are studied where allowance is ma...
The hazard function plays a central role in survival analysis. In a homogeneous population, the dist...
One of the most popular models for survival analysis is the Cox proportional hazard model. In this m...
The aim of this paper is to present an overview of the methods used in modeling survival data. Since...
Statistical modeling of lifetime data, or survival analysis, is studied in many fields, including me...
In survival analysis recurrent event times are often observed on the same subject. These event times...
The Cox regression model which is commonly used in survival analysis is established under the propor...
Family survival data can be used to estimate the degree of genetic and environmental contributions t...
The use of frailty models to account for unobserved individual he terogeneity and other random effec...
1 SUMMARY. In survival data analysis, the proportional hazard model was introduced by Cox (1972) in ...
A key assumption of the popular Cox model is that the observations in the study are statistically in...
A mixture model in multivariate survival analysis is presented, whereby heterogeneity among subjects...
The emphasis of this thesis lies on complex survival data and on the modelling of this kind of data....
This book presents the basic concepts of survival analysis and frailty models, covering both fundame...
sex-specifi c HRRs to infer gene-sex interaction. We also evaluate the haplotype effects on human su...