Richard Engelbrecht-Wiggans Robert J. Webber (Northwestern University)
Abstract
The auction of an object is considered, for the case in which one bidder is better-informed than the others concerning the actual value of the object. An equilibrium point solution of the competitive bidding game is determined; at this equilibrium, the expected revenue of the less-well-informed bidders is zero. The case of an object which can take only values from a discrete set is dealt with as the limit of auctions of continuously-valued objects.
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Length: 11 pages Date of creation: Aug 1979 Date of revision: Publication status: Published in Journal of Mathematical Economics (1983), 11: 161-169 Handle: RePEc:cwl:cwldpp:531
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