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When worlds collide: Different comparative static predictions of continuous and discrete agent models with land

Marcus Berliant () and Tarun Sabarwal ()

Regional Science and Urban Economics, 2008, vol. 38, issue 5, 438-444

Abstract: This paper presents a difference in the comparative statics of general equilibrium models with land when there are finitely many agents, and when there is a continuum of agents. Restricting attention to quasi-linear and Cobb-Douglas utility, it is shown that with finitely many agents, an increase in the (marginal) commuting cost increases land rent per unit (that is, land rent averaged over the consumer's equilibrium parcel) paid by the consumer located at each fixed distance from the central business district. In contrast, with a continuum of agents, average land rent goes up for consumers at each fixed distance close to the central business district, is constant at some intermediate distance, and decreases for locations farther away. Therefore, there is a qualitative difference between the two types of models, and this difference is potentially testable.

Date: 2008
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Related works:
Working Paper: When Worlds Collide: Different Comparative Static Predictions of Continuous and Discrete Agent Models with Land (2008) Downloads
Working Paper: When worlds collide: Different comparative static predictions of continuous and discrete agent models with land (2007) Downloads
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