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• W1576579675 abstract "We investigate two sets of overdispersed models when Poisson distribution does not fit to count data: a class of Poisson mixture with Tweedie mixing distributions and a class of exponential dispersion models which have a unit variance function of the form µ + µp, where p is a real number. These two classes generalize the negative binomial distribution which is classically used in the framework of regression models for count data when overdispersion results in a lack of fit of the Poisson regression model. Some properties are then studied and discussed." @default.
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• W1576579675 date "2003-01-01" @default.
• W1576579675 modified "2023-10-14" @default.
• W1576579675 title "Overdispersion and Poisson-Tweedie exponential dispersion models" @default.
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