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Affiliated Common Value Auctions with Differential Information: The Two Bidder Case
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Sergio O. Parreiras
Published/Copyright:
December 17, 2006
I study affiliated, pure common-value auctions with ex-ante asymmetric buyers. For the two-buyer case I characterize and prove uniqueness of the equilibrium of hybrid auctions where the payment is a weighted average of the highest and second-highest bids. A recursive method to explicitly compute the equilibrium is presented. It is shown that any hybrid auction yields at least as much revenue as the first-price auction. In particular, the equilibrium of the second-price auction, obtained in the limit by letting the weight of the highest bid go to zero, revenue-dominates the first-price auction.
Keywords: auctions; asymmetric information; differential information; revenue-ranking; linkage-principle
Published Online: 2006-12-17
©2011 Walter de Gruyter GmbH & Co. KG, Berlin/Boston
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Keywords for this article
auctions;
asymmetric information;
differential information;
revenue-ranking;
linkage-principle
Articles in the same Issue
- Advances Article
- Evolutionary Dynamics and Long-Run Selection
- Party Competition under Private and Public Financing: A Comparison of Institutions
- Limited Observation in Mutual Consent Networks
- Status Concerns and Occupational Choice Under Uncertainty
- Choice under Limited Uncertainty
- A Vague Theory of Choice over Time
- Strategic Implications of Uncertainty over One's Own Private Value in Auctions
- Contributions Article
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