1993
DOI: 10.1093/rfs/6.4.733
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Auctions of Divisible Goods: On the Rationale for the Treasury Experiment

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Cited by 432 publications
(320 citation statements)
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“…As in Proposition 9 it is clear that the other player has no incentives to bid below p. We know that Z has a single zero crossing in the interval [0, ε − q A (p)] moving from positive to negative at some point q * (p) ∈ (0, ε−q A (p)) for p ∈ (p, p m ). Now an optimal offer cannot follow the q * (p) curve since this would contradict the condition (5). So the only place where an optimal offer can have 0 < p 0 (q) < ∞ is along the curve q A (p) (or in a region surrounding q A (p) where Z = 0 in the case when marginal costs are constant).…”
Section: Proposition 11mentioning
confidence: 98%
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“…As in Proposition 9 it is clear that the other player has no incentives to bid below p. We know that Z has a single zero crossing in the interval [0, ε − q A (p)] moving from positive to negative at some point q * (p) ∈ (0, ε−q A (p)) for p ∈ (p, p m ). Now an optimal offer cannot follow the q * (p) curve since this would contradict the condition (5). So the only place where an optimal offer can have 0 < p 0 (q) < ∞ is along the curve q A (p) (or in a region surrounding q A (p) where Z = 0 in the case when marginal costs are constant).…”
Section: Proposition 11mentioning
confidence: 98%
“…It is clear that the lowest price used is p. Now an optimal offer cannot contain a section with 0 < p 0 (q) < ∞ since from Lemma 1 this only happens when Z = 0 and the optimal solution cannot follow the q * (p) curve since this would contradict the condition (5). Hence an optimal solution can only consist of horizontal and vertical segments.…”
Section: Also It Is Easy To See From (39) Thatmentioning
confidence: 98%
“…Section 5.2 examines the role of strategic considerations, an issue highlighted in the theoretical models of Wilson (1979) and Back and Zender (1993). Motivated by the constructed equilibria in these papers (see footnote 5 for the driving ideas), we examine whether the slope of a bidder's demand curve increases in the slope of the aggregate demand curve submitted by the other bidders.…”
Section: Days From Aucaonmentioning
confidence: 99%
“…One comes from the well-known "winner's curse" problem in common-value auctions; this issue is explored further in Section 5.1. The other is strategic behavior; Wilson (1979) and Back and Zender (1993), among others, have shown that monopsonistic competition in uniform-price auctions could lead to underpricing in equilibrium. The evidence for strategic behavior effects on auction outcomes is examined in Section 5.2.…”
Section: Econometric Analysismentioning
confidence: 99%
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