1988
DOI: 10.1080/02664768800000045
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Discriminating between the Poisson and negative binomial distributions:an application to goal scoring in association football

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Cited by 10 publications
(3 citation statements)
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“…6 The Poisson distribution is also a widely accepted device to investigate the distribution of the number of goals in sports involving two competing teams (see Maher, 1982;Lee, 1997;Baxter & Stevenson, 1988;Rue & Salvesen, 2000) 7 For this reason the Poisson model is often viewed as too restrictive (see Cameron & Trivedi, 1998;Winkelmann, 2003). A natural way to proceed is to estimate a negative binomial model, which relaxes the equidispersion assumption.…”
Section: Specification and Estimationmentioning
confidence: 99%
“…6 The Poisson distribution is also a widely accepted device to investigate the distribution of the number of goals in sports involving two competing teams (see Maher, 1982;Lee, 1997;Baxter & Stevenson, 1988;Rue & Salvesen, 2000) 7 For this reason the Poisson model is often viewed as too restrictive (see Cameron & Trivedi, 1998;Winkelmann, 2003). A natural way to proceed is to estimate a negative binomial model, which relaxes the equidispersion assumption.…”
Section: Specification and Estimationmentioning
confidence: 99%
“…Letter the Editor SIR-The article by Baxter & Stevenson (1988), hereafter referred to as BS, describes a useful application of the use of several negative binomial distributions with one common parameter and also the relationship between the variance and the mean. It may be of interest to compare and contrast this with similar work in the ecological area.…”
Section: 'Aspect Invariance'mentioning
confidence: 99%
“…Furthermore, Negative Binomial Regression has been discussed in detail in Hilbe (2007). Negative binomial distributions have been also used for fitting data on goal scoring (see Baxter & Stevenson, 1988; Lee, 2002); these studies deal with modelling scores in association with football and rugby Leagues, respectively. In the same way, a model based on an extension of the negative binomial distribution, known as Generalized Waring Regression model (GWRM), has been employed by Rodríguez‐Avi, Conde‐Sánchez, Sáez‐Castillo, Olmo‐Jiménez, and Martínez‐Rodríguez (2009) for fitting the number of goals scored in relation to several covariates in the Spanish football league.…”
Section: Introductionmentioning
confidence: 99%