Genetic analysis of the age at menopause by using estimating equations and Bayesian random effects models

KA Do, BM Broom, P Kuhnert, DL Duffy… - Statistics in …, 2000 - Wiley Online Library
KA Do, BM Broom, P Kuhnert, DL Duffy, AA Todorov, SA Treloar, NG Martin
Statistics in Medicine, 2000Wiley Online Library
Multi‐wave self‐report data on age at menopause in 2182 female twin pairs (1355
monozygotic and 827 dizygotic pairs), were analysed to estimate the genetic, common and
unique environmental contribution to variation in age at menopause. Two complementary
approaches for analysing correlated time‐to‐onset twin data are considered: the
generalized estimating equations (GEE) method in which one can estimate zygosity‐specific
dependence simultaneously with regression coefficients that describe the average …
Abstract
Multi‐wave self‐report data on age at menopause in 2182 female twin pairs (1355 monozygotic and 827 dizygotic pairs), were analysed to estimate the genetic, common and unique environmental contribution to variation in age at menopause. Two complementary approaches for analysing correlated time‐to‐onset twin data are considered: the generalized estimating equations (GEE) method in which one can estimate zygosity‐specific dependence simultaneously with regression coefficients that describe the average population response to changing covariates; and a subject‐specific Bayesian mixed model in which heterogeneity in regression parameters is explicitly modelled and the different components of variation may be estimated directly. The proportional hazards and Weibull models were utilized, as both produce natural frameworks for estimating relative risks while adjusting for simultaneous effects of other covariates. A simple Markov chain Monte Carlo method for covariate imputation of missing data was used and the actual implementation of the Bayesian model was based on Gibbs sampling using the freeware package BUGS. Copyright © 2000 John Wiley & Sons, Ltd.
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