网上零售竞价动态与截止日期理论

Dominic Coey, B. Larsen, Brennan C. Platt
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引用次数: 14

摘要

我们提出了一个均衡搜索模型,该模型简化了拍卖作为新上架商品销售机制的合理性——在线零售市场中经常出现这种情况——并分析了相对于仅由张贴价格组成的市场,这些拍卖的存在是否能提高福利。买家有购买商品的最后期限,卖家在拍卖和标价机制之间做出选择。随着最后期限的临近,买家提高了出价,而且更有可能通过贴出的价格清单购买。该模型甚至预测了新的同质商品的均衡价格分散。使用eBay.com上100万件新上架物品的拍卖和标价清单的数据,我们发现了与我们的模型一致的有力证据。正如预测的那样,竞标者从一次拍卖增加到下一次拍卖,均衡价格分散存在,拍卖和公示价格并存。将模型拟合数据发现,如果挂牌费完全覆盖平台成本,零售拍卖使总福利增加了平均零售价格的1.8%,但如果挂牌费是纯利润,则使总福利减少了2.3%
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Theory of Bidding Dynamics and Deadlines in Online Retail
We present an equilibrium search model that parsimoniously rationalizes the use of auctions as a sales mechanism for new-in-box goods--a frequent occurrence in online retail markets--and analyze whether the existence of these auctions is welfare enhancing relative to a market consisting only of posted prices. Buyers have a deadline by which the good must be purchased, and sellers choose between auctions and posted-price mechanisms. As the deadline approaches, buyers increase their bids and are more likely to buy through posted-price listings. The model predicts equilibrium price dispersion even for new, homogeneous goods. Using data on one million auction and posted-price listings for new-in-box items on eBay.com, we find robust evidence consistent with our model. As predicted, bidders increase their bids from one auction to the next, equilibrium price dispersion exists, and auctions and posted-price listings coexist. Fitting the model to the data, we find that retail auctions increase total welfare by 1.8% of the average retail price if listing fees exactly cover platform costs, but reduce welfare by 2.3% if listing fees are pure profit
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