1995Journal of Economic SurveysRequires access

RECENT DEVELOPMENTS IN COUNT DATA MODELLING: THEORY AND APPLICATION

Rainer Winkelmann, Klaus Zimmermann

Open publisher page 253 citations

Abstract

Abstract. This paper deals with statistical methods for modelling individual behavior when the endogenous variable is a nonnegative integer. Examples are the number of children, the number of job changes or the number of shopping trips in a given period. Several approaches—Poisson, robust Poisson, negative binomial (NEGBIN), NEGBINk, hurdle Poisson, truncated‐at‐zero Poisson—are discussed with a focus on specification, estimation, and testing. An application to labor mobility data illustrates the gain obtained by carefully taking into account the specific structure of the data.

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What this paper is about

Abstract. This paper deals with statistical methods for modelling individual behavior when the endogenous variable is a nonnegative integer. Examples are the number of children, the number of job changes or the number of shopping trips in a given period. Several approaches—Poisson, robust Poisson, negative binomial (NEGBIN), NEGBINk, hurdle Poisson, truncated‐at‐zero Poisson—are discussed with a focus on specification, estimation, and testing. An application to labor mobility data illustrates the gain obtained by carefully taking into account the specific structure of the data.

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Available abstract

Abstract. This paper deals with statistical methods for modelling individual behavior when the endogenous variable is a nonnegative integer. Examples are the number of children, the number of job changes or the number of shopping trips in a given period. Several approaches—Poisson, robust Poisson, negative binomial (NEGBIN), NEGBINk, hurdle Poisson, truncated‐at‐zero Poisson—are discussed with a focus on specification, estimation, and testing. An application to labor mobility data illustrates the gain obtained by carefully taking into account the specific structure of the data.

Key concepts: Count data, Negative binomial distribution, Poisson distribution, Quasi-likelihood, Econometrics, Poisson regression, Focus (optics), Mathematics

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