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Biometrika Advance Access published online on May 13, 2007
Biometrika, doi:10.1093/biomet/asm024
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Copyright © 2007 Biometrika Trust

Article

Pairwise dependence diagnostics for clustered failure-time data

David V. Glidden

Department of Epidemiology and Biostatistics, University of California, 185 Berry Street, Lobby 4, Suite 5700, San Francisco, California 94107-1762, U.S.A.

dave{at}biostat.ucsf.edu

Received for publication 1 August 2005. Accepted for publication 1 August 2006.


  Abstract

Frailty and copula models specify a parametric dependence structure for multivariate failure-time data. Estimation of some joint quantities can be highly sensitive to the assumed parametric form, and hence model fit is an important issue. This paper lays out a general diagnostic framework for evaluating and selecting frailty and copula models. The approach is based on the cumulative sum of residuals that are calculated in bivariate time. The residuals reflect the difference between the observed and expected bivariate association structures. The proposed model-checking process is interpretable with a limiting distribution which can be approximated using the bootstrap. Simulations and a data example illustrate the practical application of the method.

Key Words: Bivariate failure-time data • Censoring • Copula model • Cross-ratio function • Frailty model


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D. Zeng, Q. Chen, and J. G. Ibrahim
Gamma frailty transformation models for multivariate survival times
Biometrika, June 1, 2009; 96(2): 277 - 291.
[Abstract] [PDF]


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