1996
DOI: 10.1007/bf00151735
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A multi-winner nested rent-seeking contest

Abstract: This paper considers a symmetric imperfectly discriminating rent-seeking contest in which there may be several winners. We first demonstrate a serious flaw in previous work and then go on to suggest an alternative method for analyzing the contest. In contrast to the previous work, we show that the value of the rent is fully dissipated in equilibrium as the number of players becomes large.

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Cited by 101 publications
(91 citation statements)
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“…Therefore, there are now ℎ winners who each get a prize of /ℎ. Following Clark and Riis (1996), I assume that the ℎ winners are chosen as follows: the first winner is determined by using the probability distribution which arises after the rent-seeking outlays of all players are collected. The first winner is then eliminated and the second winner is determined by using the probability distribution which arises when the outlay of the first winner is excluded.…”
Section: Multiple Prizes In the Quality Contestmentioning
confidence: 99%
See 2 more Smart Citations
“…Therefore, there are now ℎ winners who each get a prize of /ℎ. Following Clark and Riis (1996), I assume that the ℎ winners are chosen as follows: the first winner is determined by using the probability distribution which arises after the rent-seeking outlays of all players are collected. The first winner is then eliminated and the second winner is determined by using the probability distribution which arises when the outlay of the first winner is excluded.…”
Section: Multiple Prizes In the Quality Contestmentioning
confidence: 99%
“…This process continues until all ℎ winners are determined. Then, as Clark and Riis (1996) showed, the probability that player will win one of the ≥ 2 prizes is:…”
Section: Multiple Prizes In the Quality Contestmentioning
confidence: 99%
See 1 more Smart Citation
“…If all agents exert zero effort, each of them wins with equal probability. With more than one prize, as in our optimal contests, the contest success function can be applied in a nested fashion (see Clark and Riis, 1996): the first prize is allocated according to (1) among all n agents, the second prize is allocated according to (1) restricted to those n − 1 agents who have not received the first prize, and so on. Tullock contests are a special case for f (e i ) = e r i , where r ≥ 0 is a parameter measuring the randomness of the allocation rule.…”
Section: Implementation In Tullock Contestsmentioning
confidence: 99%
“…In the first of these, Fu and Lu (2012) examine the optimal structure of multistage sequential elimination contests using a multi-winner extension of the Tullock (1980) contest success function due to Clark and Riis (1996). 3 The contest designer is allowed to control the contest sequencing, the number of players eliminated at each stage, and the allocation of a fixed sum of prize money in order to maximize expected total effort.…”
Section: Introductionmentioning
confidence: 99%