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A competing risks derivation of a mixture model for the analysis of survival data
Authors:Joel B. Greenhouse  Robert A. Wolfe
Affiliation:1. Department of Statistics , Carnegie–Mellon University , Pittsburgh, PA, 15213;2. Department of Biostatistics , University of Michigan , Ann Arbor, MI, 48109
Abstract:Boag (1949) and Berkson and Gage (1952) proposed a mixture model for the analysis of survival time data when aproportion of treated patients are cured. This paper presents a derivation of the Boag/Berkson-Gage mixture model as well as a eneralization of the model based on the theory of competing risks. The assumptions underlying the model are stated and discussed and a general likelihood function is obtained. Use of the model is illustrated ith data from the Stanford Heart Transplant Program.
Keywords:competing risks  mixture models  cure  weibull distribution  maximum likelihood
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