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Collective Action and the Group Size Paradox

Published online by Cambridge University Press:  17 January 2002

Joan Esteban
Affiliation:
Instituto de Análisis Económico (CSIC)
Debraj Ray
Affiliation:
New York University

Abstract

According to the Olson paradox, larger groups may be less successful than smaller groups in furthering their interests. We address the issue in a model with three distinctive features: explicit intergroup interaction, collective prizes with a varying mix of public and private characteristics, and nonlinear lobbying costs. The interplay of these features leads to new results. When the cost of lobbying has the elasticity of a quadratic function, or higher, larger groups are more effective no matter how private the prize. With smaller elasticities, a threshold degree of publicness is enough to overturn the Olson argument, and this threshold tends to zero as the elasticity approaches the value for a quadratic function. We also demonstrate that these results are true, irrespective of whether we examine group sizes over the cross-section in some given equilibrium or changes in the size of a given group over different equilibria.

Type
Research Article
Copyright
Copyright © American Political Science Association 2001

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References

Chamberlin, John R. 1974. “Provision of Collective Goods as a Function of Group Size.American Political Science Review 68 (June): 70716.CrossRefGoogle Scholar
Esteban, Joan, and Ray, Debraj. 1999. “Conflict and Distribution.Journal of Economic Theory 87 (2): 379415.CrossRefGoogle Scholar
Hardin, Russell. 1995. One for All. The Logic of Group Conflict. Princeton, NJ: Princeton University Press.Google Scholar
Katz, Eliakim, Nitzan, Shmuel, and Rosenberg, Jacob. 1990. “Rent-Seeking for Pure Public Goods.Public Choice 65 (April): 4960.CrossRefGoogle Scholar
Marwell, Gerald, and Oliver, Pamela. 1993. The Critical Mass in Collective Action. A Micro-Social Theory. Cambridge: Cambridge University Press.CrossRefGoogle Scholar
McGuire, Martin C. 1974. “Group Size, Group Homogeneity and the Aggregate Provision of a Pure Public Good under Cournot Behavior.Public Choice 18 (Summer): 10726.CrossRefGoogle Scholar
Nitzan, Shmuel. 1991. “Collective Rent Dissipation.Economic Journal 101 (November): 152234.CrossRefGoogle Scholar
Oliver, Pamela, and Marwell, Gerald. 1988. “The Paradox of Group Size in Collective Action: A Theory of the Critical Mass, II.American Sociological Review 53 (February): 18.CrossRefGoogle Scholar
Olson, Mancur. 1965. The Logic of Collective Action. Cambridge, MA: Harvard University Press.Google Scholar
Pareto, Vilfredo. [1906] 1927. Manual of Political Economy. New York: A.M. Kelley.Google Scholar
Riaz, Khalid, Shogren, Jason F., and Johnson, Stanley R.. 1995. “A General Model of Rent-Seeking for Public Goods.Public Choice 82 (March): 24359.CrossRefGoogle Scholar
Sandler, Todd. 1992. Collective Action: Theory and Applications. Ann Arbor: University of Michigan Press.Google Scholar
Skaperdas, Stergios. 1996. “Contest Success Functions.Economic Theory 7 (February): 28390.CrossRefGoogle Scholar
Taylor, Michael. 1987. The Possibility of Cooperation. Cambridge: Cambridge University Press.Google Scholar
Tullock, Gordon. 1980. “Efficient Rent-Seeking.” In Toward a Theory of the Rent-Seeking Society ed. Buchanan, James M., Tollison, Robert D., and Tullock, Gordon. College Station: Texas A&M University Press. Pp. 97112.Google Scholar
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