2004
DOI: 10.1287/mnsc.1040.0286
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Jump Bidding Strategies in Internet Auctions

Abstract: Abidding strategy commonly observed in Internet auctions is that of “jump bidding,” or entering a bid larger than what is necessary to be a currently winning bidder. In this paper, we argue that the cost associated with entering online bids and the uncertainty about future entry—both of which distinguish Internet from live auctions—can explain this behavior. We present a simple theoretical model that includes the preceding characteristics, and derive the conditions under which jump bidding arises in a format c… Show more

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Cited by 111 publications
(72 citation statements)
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“…That is, the bidder with value v* is indifferent between making a deterring bid and deviating to a strategy of never jump bidding but always bidding the lowest price possible to beat any challenger until entry closes, or until the price exceeds v*. 22 Summarizing (see Appendix for the details of the proof, and for some simple examples):…”
Section: B Equilibrium Of the Sequential Mechanismmentioning
confidence: 99%
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“…That is, the bidder with value v* is indifferent between making a deterring bid and deviating to a strategy of never jump bidding but always bidding the lowest price possible to beat any challenger until entry closes, or until the price exceeds v*. 22 Summarizing (see Appendix for the details of the proof, and for some simple examples):…”
Section: B Equilibrium Of the Sequential Mechanismmentioning
confidence: 99%
“…We therefore discuss this possibility in section VII. 22 If a bidder with value v* is just indifferent about deviating, a bidder with a lower (higher) value would strictly gain (lose) by deviating, since higher-value types prefer strategies with higher probabilities of winning (and deviating strictly reduces the bidder's probability of winning). Not deviating therefore signals a value ≥ v* and so successfully deters entry if v* ≥ V S .…”
Section: B Equilibrium Of the Sequential Mechanismmentioning
confidence: 99%
“…Other models of jump bidding, primarily in the independent private values setting, include Daniel and Hirschleifer (1998); Easley and Tenorio (2004);Hoerner and Sahuguet (2007); and Isaac, Salmon, and Zillante (2007).…”
mentioning
confidence: 99%
“…Bidders are not bound to bid strictly following the bid increment. As noted by Easley and Tenorio (2004), jump bidding is often observed in Yankee auctions. Auction sites usually specify an auction closing time; however, some auctions sites extend the auction duration if bidding activity is observed in the last few minutes of the auction.…”
Section: Progressive Online Multiunit Auctionsmentioning
confidence: 99%