Estimating the change in soccer’s home advantage during the Covid-19 pandemic using bivariate Poisson regression

Luke S. Benz () and Michael J. Lopez ()
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Luke S. Benz: Medidata Solutions, Inc.
Michael J. Lopez: National Football League, Skidmore College

AStA Advances in Statistical Analysis, 2023, vol. 107, issue 1, No 10, 205-232

Abstract: Abstract In wake of the Covid-19 pandemic, 2019–2020 soccer seasons across the world were postponed and eventually made up during the summer months of 2020. Researchers from a variety of disciplines jumped at the opportunity to compare the rescheduled games, played in front of empty stadia, to previous games, played in front of fans. To date, most of this post-Covid soccer research has used linear regression models, or versions thereof, to estimate potential changes to the home advantage. However, we argue that leveraging the Poisson distribution would be more appropriate and use simulations to show that bivariate Poisson regression (Karlis and Ntzoufras in J R Stat Soc Ser D Stat 52(3):381–393, 2003) reduces absolute bias when estimating the home advantage benefit in a single season of soccer games, relative to linear regression, by almost 85%. Next, with data from 17 professional soccer leagues, we extend bivariate Poisson models estimate the change in home advantage due to games being played without fans. In contrast to current research that suggests a drop in the home advantage, our findings are mixed; in some leagues, evidence points to a decrease, while in others, the home advantage may have risen. Altogether, this suggests a more complex causal mechanism for the impact of fans on sporting events.

Keywords: Bivariate Poisson; Soccer; Home advantage; Covid-19 (search for similar items in EconPapers)
Date: 2023
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Citations: View citations in EconPapers (11)

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DOI: 10.1007/s10182-021-00413-9

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