Abstract:
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Multivariate recurrent event data are commonly encountered in blood transfusion medicine and trauma where patients receive multiple units of various blood products (plasma, platelets, and red blood cells). In this paper, we aim to estimate ratios of multivariate recurrent event rates, accounting for their time-varying characteristics. We use semi-parametric rate models for multivariate recurrent events, which imply multiplicative ratio models. The proposed models and estimating procedures use latent variables to account for multiple sources of informative censoring, such as death, surgical intervention or non-surgical endovascular procedures. The major advantage of the proposed method is that the distributions of the latent variables and the dependence structure between the multivariate recurrent events and informative censoring need not be specified. Thus, the method is robust to complex model assumptions. We establish the asymptotic properties and evaluate the finite sample performance through simulations. We demonstrate application of the proposed method using data from the PRospective Observational Multicenter Major Trauma Transfusion (PROMMTT) study.
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