2004RePEc: Research Papers in EconomicsRequires access

Multidimensional Private Value Auctions

Stephen Morris, Hanming Fang

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Abstract

We consider parametric examples of two-bidder private value auctions in which each bidder observes her own private valuation as well as noisy signals about her opponent’s private valuation. In such multidimensional private value auction environments, we show that the revenue equivalence between the first and second price auctions breaks down and there is no definite revenue ranking; while the second price auction is always efficient allocatively, the first price auction may be inefficient and the inefficiency may increase as the signal becomes more informative; equilibria may fail to exist for the first price auction. We also illustrate that auction mechanisms provide different incentives for bidders to acquire costly information about opponents’ valuation

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What this paper is about

We consider parametric examples of two-bidder private value auctions in which each bidder observes her own private valuation as well as noisy signals about her opponent’s private valuation. In such multidimensional private value auction environments, we show that the revenue equivalence between the first and second price auctions breaks down and there is no definite revenue ranking; while the second price auction is always efficient allocatively, the first price auction may be inefficient and the inefficiency may increase as the signal becomes more informative; equilibria may fail to exist for the first price auction. We also illustrate that auction mechanisms provide different incentives for bidders to acquire costly information about opponents’ valuation

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Available abstract

We consider parametric examples of two-bidder private value auctions in which each bidder observes her own private valuation as well as noisy signals about her opponent’s private valuation. In such multidimensional private value auction environments, we show that the revenue equivalence between the first and second price auctions breaks down and there is no definite revenue ranking; while the second price auction is always efficient allocatively, the first price auction may be inefficient and the inefficiency may increase as the signal becomes more informative; equilibria may fail to exist for the first price auction. We also illustrate that auction mechanisms provide different incentives for bidders to acquire costly information about opponents’ valuation

Key concepts: Revenue equivalence, Common value auction, Vickrey auction, Microeconomics, Auction theory, Generalized second-price auction, Valuation (finance), Inefficiency

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