2011
DOI: 10.1111/j.1468-0475.2011.00530.x
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Revenue Sharing, Competitive Balance and the Contest Success Function

Abstract: This paper investigates revenue sharing in an asymmetric two-teams contest model of a sports league with Nash behavior of team owners. The innovation of the analysis is that it focuses on the role of the contest success function (CSF). In case of an inelastic talent supply, revenue sharing turns out to worsen competitive balance regardless of the shape of the CSF. For the case of an elastic talent supply, in contrast, the effect of revenue sharing on competitive balance depends on the specification of the CSF.… Show more

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Cited by 8 publications
(5 citation statements)
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“…Kesenne (Kesenne, 2006) develops models that indicate the effect of revenue sharing on competitive balance depends on the objective -wins or profits. Szymanski and Kesenne (Szymanski and Kesenne, 2004), Grossmann, Dietl and Lang (Grossmann, Dietl and Lang, 2010) and Runkel (Runkel, 2011) all develop models where revenue sharing does not increase competitive balance.…”
Section: Literaturementioning
confidence: 99%
“…Kesenne (Kesenne, 2006) develops models that indicate the effect of revenue sharing on competitive balance depends on the objective -wins or profits. Szymanski and Kesenne (Szymanski and Kesenne, 2004), Grossmann, Dietl and Lang (Grossmann, Dietl and Lang, 2010) and Runkel (Runkel, 2011) all develop models where revenue sharing does not increase competitive balance.…”
Section: Literaturementioning
confidence: 99%
“…Here, revenue depends only on the value of the logit contest‐success function (CSF), titi+tj, which assigns a winning probability for each team, dependent on the level of talent of both teams (for a sophisticated analysis of the role of the CSF in team sports economics, see Fort & Winfree, 2009, as well as Runkel, 2011), and a scale factor, mi. The latter can be interpreted as the market size of Club i.…”
Section: The Model Of Value‐maximizing Clubsmentioning
confidence: 99%
“…Equation 2is a standard formalization of the revenues (and costs) of a football club (see References [47,48] for a more general formalization). Revenues are supposed to depend linearly on the winning probability of the team, multiplied by the size of the team's market.…”
Section: Talent Investmentmentioning
confidence: 99%
“…with r > 0 as talent productivity with respect to the winning probability (for further interpretations of this parameter see, for example, [48][49][50][51]).…”
Section: Talent Investmentmentioning
confidence: 99%