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Analysis of interval-censored data from clustered multistate processes: application to joint damage in psoriatic arthritis


A conditionally Markov multiplicative intensity model is described for the analysis of clustered progressive multistate processes under intermittent observation. The model is motivated by a long-term prospective study of patients with psoriatic arthritis with the aim of characterizing progression of joint damage via an irreversible four-state model.

The model accommodates heterogeneity in transition rates between different individuals and correlation in transition rates within patients. To do this, the authors introduce subject-specific multivariate random effects in which each component acts multiplicatively on a specific transition intensity. Through the association between the components of the random effect, correlations in transition intensities are accommodated.

A Monte Carlo EM algorithm is developed for estimation, which features closed form expressions for estimators at each M-step.



Sutradhar R, Cook RJ. J R Stat Soc Ser C Appl Stat. 2008; 57(5):553-66.

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