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Computing Optimal Bundles for Sponsored Search

机译:计算用于赞助搜索的最佳组合

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摘要

A context in sponsored search is additional information about a query, such as the user's age, gender or location, that can change an advertisement's relevance or an advertiser's value for that query. Given a set of contexts, advertiser welfare is maximized if the search engine runs a separate auction for each context; however, due to lack of competition within contexts, this can lead to a significant loss in revenue. In general, neither separate auctions nor pure bundling need maximize revenue. With this motivation, we study the algorithmic question of computing the revenue-maximizing partition of a set of items under a second-price mechanism and additive valuations for bundles. We show that the problem is strongly NP-hard, and present an algorithm that yields a 1/2-approximation of the revenue from the optimal partition. The algorithm simultaneously yields a 1/2-approximation of the optimal welfare, thus ensuring that the gain in revenue is not at the cost of welfare. Finally we show that our algorithm can be applied to the sponsored search setting with multiple slots, to obtain a constant factor approximation of the revenue from the optimal partition.
机译:赞助搜索中的上下文是有关查询的其他信息,例如用户的年龄,性别或位置,可以更改广告的相关性或广告商对该查询的价值。在给定一组上下文的情况下,如果搜索引擎针对每种上下文进行单独的拍卖,则广告客户的福利将最大化。但是,由于缺乏竞争优势,这可能导致收入的重大损失。通常,单独的拍卖或纯捆绑销售都不需要使收入最大化。以此动机为基础,我们研究了在第二价格机制和捆绑商品的附加估值下计算一组商品的收益最大化分区的算法问题。我们表明问题是强烈的NP难题,并提出了一种算法,该算法从最佳分区中获得收入的1/2近似值。该算法同时产生最佳福利的1/2近似值,从而确保收益的获得不以福利为代价。最后,我们证明了我们的算法可以应用于具有多个广告位的赞助搜索设置,从而从最佳分区中获得收入的恒定因子近似值。

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