Using a contest model of a professional sports league, we show that pool revenue sharing has a negative effect on total expenditure for player talent. There are ``moral hazard'' problems with lower revenue teams in that they may pocket the money they receive from the pool without increasing talent investments. Based on four alternative measures of competitive balance, we find that pool revenue sharing increases the variance of expected winning percentages for a match and thus reduces the degree of competition in the league. Policy recommendations that combine pool revenue sharing with the requirement of a minimum payroll on players are shown to be procompetitive.
El-Hodiri, M., & Quirk, J. (1971). An economic model of a professional sports league . Journal of Political Economy, 79, 1302-1319.
5.
Fort, R., & Quirk, J. (1995). Cross-subsidization, incentives, and outcomes in professional team sports leagues. Journal of Economic Literature , 33, 1265-1299.
6.
Mackinder, C. (2002). Strike talks unresolved. East Lansing, MI: The State News. Retrieved August 3, 2008, from http://www.statenews.com/article.phtml?pk=11768 .
7.
Major League Baseball. (2002). 2007-2011 Basic Agreement. August 13, 2008, Retrieved August 13, 2008, from http://www.roadsidephotos.com/baseball/BasicAgreement.pdf .
8.
Major League Baseball. (2006). 2007-2011 Basic Agreement. Retrieved August 13, 2008, from http://mlbplayers.mlb.com/pa/pdf/cba_english.pdf.
9.
Quirk, J., & Fort, R. (1992). Pay dirt: The business of professional team sports . Princeton, NJ: Princeton University Press.
10.
Ray, J. (2007). Baseball's revenue sharing problem. Suite 101 Online Magazine. Retrieved August 8, 2008, from http://baseball.suite101.com/article.cfm/baseballs_revenue_sharing_problem .
11.
Rosen, S., & Sanderson, A. (2001). Labor markets in professional sports. Economic Journal, 111, F47-F68.
12.
Rottenberg, S. (1956). The baseball players' labor market. Journal of Political Economy, 64, 242-258.
13.
Rottenberg, S. (2000). Resource allocation and income distribution in professional team sports. Journal of Sports Economics, 1, 11-20.
14.
Sanderson, A.R., & Siegfried, J.J. (2006). Simon Rottenberg and baseball, then and now: A fiftieth anniversary retrospective. Journal of Political Economy, 114, 594-605.
15.
Schmidt, M.B., & Berri, D.J. (2001). Competitive balance and attendance: The case of Major League Baseball. Journal of Sports Economics, 2, 145-167.
16.
Schmidt, M.B., & Berri, D.J. (2005). Concentration of playing talent: evolution in Major League Baseball. Journal of Sports Economics, 6, 412-419.
17.
Schmidt, M.B., & Berri, D.J. (2006). Research note: What takes them out to the ball game? Journal of Sports Economics, 7, 222-233.
18.
Szymanski, S. (2003). The economic design of sporting contests. Journal of Economic Literature, 41, 1137-1187.
19.
Szymanski, S. (2004). Professional team sports are only a game: The Walrasian fixed-supply conjecture model, contest-Nash equilibrium, and the invariance principle. Journal of Sports Economics, 5, 111-126.
20.
Szymanski, S., & Késenne, S. (2004). Competitive balance, and gate revenue in team sports. Journal of Industrial Economics, 52, 165-177.
21.
Vrooman, J. (1995). A general theory of professional sports leagues . Southern Economic Journal, 61, 971-990.
22.
Vrooman, J. (1996). The baseball player's labor market reconsidered . Southern Economic Journal, 63, 339-360.
23.
Vrooman, J. (1997). The economics of American Sports Leagues. Scottish Journal of Political Economy, 47, 364-398.
