A frailty model for (interval) censored family survival data, applied to the age at onset of non-physical problems

被引:0
作者
M. A. Jonker
D. I. Boomsma
机构
[1] VU University Amsterdam,Department of Mathematics, Faculty of Sciences
[2] VU University,Department of Biological Psychology
来源
Lifetime Data Analysis | 2010年 / 16卷
关键词
Additive gamma frailty model; Twin study; Family data; Survival analysis; Interval censoring; Heritability;
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摘要
Family survival data can be used to estimate the degree of genetic and environmental contributions to the age at onset of a disease or of a specific event in life. The data can be modeled with a correlated frailty model in which the frailty variable accounts for the degree of kinship within the family. The heritability (degree of heredity) of the age at a specific event in life (or the onset of a disease) is usually defined as the proportion of variance of the survival age that is associated with genetic effects. If the survival age is (interval) censored, heritability as usually defined cannot be estimated. Instead, it is defined as the proportion of variance of the frailty associated with genetic effects. In this paper we describe a correlated frailty model to estimate the heritability and the degree of environmental effects on the age at which individuals contact a social worker for the first time and to test whether there is a difference between the survival functions of this age for twins and non-twins.
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页码:299 / 315
页数:16
相关论文
共 24 条
[1]  
Boomsma DI(2002)Netherlands twin register: a focus on longitudinal research Twin Res 5 401-406
[2]  
Boomsma DI(2006)Netherlands twin register: from twins to twin families Twin Res Hum Genet 9 849-857
[3]  
Geus EJC(2009)Gamma frailty model for linkage analysis with application to interval censored migraine data Biostatistics 10 187-200
[4]  
de Vink JM(1979)The impact of heterogeneity in individual frailty on the dynamics of mortality Demography 16 439-454
[5]  
Stubbe JH(1999)Dependent hazards in multivariate survival problems J Multivar Anal 71 241-261
[6]  
Disteland MA(1995)Correlated individual frailty: an advantageous approach to survival analysis of bivariate data Math Popul Stud 5 145-159
[7]  
Hottenga JJ(1999)Genetic factors in susceptibility to death: a comparitive analysis of bivariate survival models J Epidemiol Biostat 4 53-60
[8]  
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