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- W1981350897 abstract "Multinomial models with unknown index (“sample size”) arise in many practical settings. In practice, Bayesian analysis of such models has proved difficult because the dimension of the parameter space is not fixed, being in some cases a function of the unknown index. We describe a data augmentation approach to the analysis of this class of models that provides for a generic and efficient Bayesian implementation. Under this approach, the data are augmented with all-zero detection histories. The resulting augmented dataset is modeled as a zero-inflated version of the complete-data model where an estimable zero-inflation parameter takes the place of the unknown multinomial index. Interestingly, data augmentation can be justified as being equivalent to imposing a discrete uniform prior on the multinomial index. We provide three examples involving estimating the size of an animal population, estimating the number of diabetes cases in a population using the Rasch model, and the motivating example of estimating t..." @default.
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- W1981350897 date "2007-03-01" @default.
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- W1981350897 title "Analysis of Multinomial Models With Unknown Index Using Data Augmentation" @default.
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- W1981350897 doi "https://doi.org/10.1198/106186007x181425" @default.
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