Time series count data regression |
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Authors: | Kurt Brännäs Per Johansson |
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Affiliation: | Department of Economics , University of Ume? , Ume?, S-901 87, Sweden |
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Abstract: | The count data model studied in the paper extends the Poisson model by al-lowing for overdispersion and serial correlation. Alternative approaches to esti-mate nuisance parameters, required for the correction of the Poisson maximum likelihood covariance matrix estimator and for a quasi-likelihood estimator, are studied. The estimators are evaluated by finite sample Monte Carlo experi-mentation. It is found that the Poisson maximum likelihood estimator with corrected covariance matrix estimators provide reliable inferences for longer time series. Overdispersion test statistics are wellbehaved, while conventional portmanteau statistics for white noise have too large sizes. Two empirical illustrations are included. |
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Keywords: | Poisson regression overdispersion serial correlation inference maximum likelihood least squares method of moments |
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