
doi: 10.2307/3316145
AbstractHall (2000) has described zero‐inflated Poisson and binomial regression models that include random effects to account for excess zeros and additional sources of heterogeneity in the data. The authors of the present paper propose a general score test for the null hypothesis that variance components associated with these random effects are zero. For a zero‐inflated Poisson model with random intercept, the new test reduces to an alternative to the overdispersion test of Ridout, Demério & Hinde (2001). The authors also examine their general test in the special case of the zero‐inflated binomial model with random intercept and propose an overdispersion test in that context which is based on a beta‐binomial alternative.
Generalized linear models (logistic models), excess zeros, repeated measures, mixed effects, variance components, random effects, negative binomial distribution, Parametric hypothesis testing, beta-binomial distribution
Generalized linear models (logistic models), excess zeros, repeated measures, mixed effects, variance components, random effects, negative binomial distribution, Parametric hypothesis testing, beta-binomial distribution
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