Entry, Fixed Costs and the Aggregation of Private Information

Abstract

We investigate the ability of the price system to aggregate private information in a market of uncertain size and where set-up costs are incurred by entrants. It is shown that the equilibrium is random even when the totality of private information is so large that aggregate uncertainty is virtually non-existent. In particular, the limiting equilibrium does not approach the full-information, Walrasian outcome. Hence, the model identifies a technological factor (increasing returns) which gives rise to informational losses.