Individual Incentives within Team Competitions

dc.contributor.author

Lam, Lisa

dc.date.accessioned

2009-09-16T15:34:59Z

dc.date.available

2009-09-16T15:34:59Z

dc.date.issued

2009

dc.department

Mathematics

dc.description.abstract

This paper develops a theoretical model to show the effects of simultaneously having both a competition between groups and one among the individuals of a tournament. The players are divided up among teams and compete for a at bonus for winning the team competition. At the same time, their efforts also determine if they will win another at bonus from winning the individual game among all the tournament's players. With the use of a specifc team produc- tion function demonstrating substitution among the player's efforts, the individual award seems to garner more overall group output than the group award. Under a specifc production function demonstrat- ing complementary efforts, players seem to be indifferent between the group and individual award. Lastly, a general production function that incorporates a variable measuring the degree of substitution was analyzed. The analysis showed that an individual award was benefcial to increasing overall team effort. The results imply that the payment scheme should be structured in a way that allocates larger individual rewards when the team efforts are more substitutable.

dc.identifier.uri

https://hdl.handle.net/10161/1418

dc.language.iso

en_US

dc.title

Individual Incentives within Team Competitions

dc.type

Honors thesis

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