2011
DOI: 10.1590/s0101-74382011000300003
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Logit models for the probability of winning football games

Abstract: ABSTRACT. Two ordinal logit models are applied to fit the results of matches in the Brazilian football championship. As explanatory variables are employed measures of previous performance of the teams along all preceding games, along recent games and when playing at home and as a visitor. The results of the models adjustment are employed in simulations performed to forecast the number of points to be earned in the following games and to anticipate the teams' final classification.

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Cited by 7 publications
(3 citation statements)
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References 13 publications
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“…Logit models have been used widely in several fields, including medicine, biology, psychology, economics, insurance, politics, etc. Recent applications of the linear logit specification in statistics in sports are [13,14] in basketball, [15,16] for football, among others.…”
Section: Frequentist Estimationmentioning
confidence: 99%
“…Logit models have been used widely in several fields, including medicine, biology, psychology, economics, insurance, politics, etc. Recent applications of the linear logit specification in statistics in sports are [13,14] in basketball, [15,16] for football, among others.…”
Section: Frequentist Estimationmentioning
confidence: 99%
“…Outros autores (Caldas, 1995;Alves et al, 2011) já haviam combinado algumas dessas técnicas, mas o presente trabalho foi o primeiro a combinar todas em um único modelo.…”
Section: Modelagemunclassified
“…As the focus of our study is to assess whether team's performance indicators are able to predict the win of home team in a generic match, rather than estimating the strength of each team, a simple binomial logistic regression (BLR) model with only teams’ difference in covariates has been adopted, assuming therefore that these predictors would capture the main effects on the result of interest (home team win). The BLR model, which largely used in previous studies (Alves et al, 2011; Magel and Melnykov, 2014) and not only in the soccer context (Lisi and Zanella, 2017), has been extended by adding the ELO rating as predictor and two random effects that take into account the hierarchical structure of data (matches within seasons, seasons within countries).…”
Section: Introductionmentioning
confidence: 99%