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Bidding to the Top: VCG and Equilibria of Position-Based Auctions

机译:竞价排名:VCG和基于头寸的拍卖均衡

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摘要

Many popular search engines run an auction to determine the placement ofadvertisements next to search results. Current auctions at Google and Yahoo!let advertisers specify a single amount as their bid in the auction. This bidis interpreted as the maximum amount the advertiser is willing to pay per clickon its ad. When search queries arrive, the bids are used to rank the adslinearly on the search result page. The advertisers pay for each user whoclicks on their ad, and the amount charged depends on the bids of all theadvertisers participating in the auction. In order to be effective, advertisersseek to be as high on the list as their budget permits, subject to the market. We study the problem of ranking ads and associated pricing mechanisms whenthe advertisers not only specify a bid, but additionally express theirpreference for positions in the list of ads. In particular, we study "prefixposition auctions" where advertiser $i$ can specify that she is interested onlyin the top $b_i$ positions. We present a simple allocation and pricing mechanism that generalizes thedesirable properties of current auctions that do not have position constraints.In addition, we show that our auction has an "envy-free" or "symmetric" Nashequilibrium with the same outcome in allocation and pricing as the well-knowntruthful Vickrey-Clarke-Groves (VCG) auction. Furthermore, we show that thisequilibrium is the best such equilibrium for the advertisers in terms of theprofit made by each advertiser. We also discuss other position-based auctions.
机译:许多流行的搜索引擎都进行拍卖,以确定广告在搜索结果旁边的位置。 Google和Yahoo!let广告客户的当前拍卖将单个金额指定为拍卖中的出价。此出价被解释为广告商愿意为广告的每次点击支付的最高金额。搜索查询到达时,将使用出价对广告在搜索结果页面上进行线性排名。广告商为点击广告的每个用户付费,收费金额取决于参与拍卖的所有广告商的出价。为了发挥作用,广告客户会在预算允许的范围内尽可能高的排名,但要视市场而定。我们研究了广告商不仅指定出价,而且还表达了他们对广告列表中位置的偏好时对广告排名和相关定价机制的问题。特别是,我们研究“前缀拍卖”,其中广告商$ i $可以指定她仅对$ b_i $美元的最高职位感兴趣。我们提供了一种简单的分配和定价机制,概括了没有位置限制的当前拍卖的期望属性。此外,我们还表明,我们的拍卖具有“无羡慕”或“对称”的纳什均衡,分配和定价的结果相同作为著名的真正的维克瑞·克拉克·格罗夫(VCG)拍卖会。此外,我们证明,就每个广告商的利润而言,这种均衡对广告商而言是最佳的平衡。我们还将讨论其他基于位置的拍卖。

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