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Varying the number of bidders in the first-price sealed-bid auction: experimental evidence for the one-shot game

机译:一口价密封竞标中投标人数量的变化:单发游戏的实验证据

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The paper reports experimental data on the behavior in the first-price sealed-bid auction for a varying number of bidders when values and bids are private information. This feedback-free design is proposed for the experimental test of the one-shot game situation. We consider both within-subjects and between-subjects variations. In line with the qualitative risk neutral Nash equilibrium prediction, the data show that bids increase in the number of bidders. However, in auctions involving a small number of bidders, average bids are above, and in auctions involving a larger number of bidders, average bids are below the risk neutral equilibrium prediction. The quartile analysis reveals that bidding behavior is not constant across the full value range for a given number of bidders. On the high value quartiles, however, the average bid–value ratio is not different from the risk neutral prediction. The behavior is different when the winning bid is revealed after each repetition.
机译:该论文报告了在价值和出价均为私人信息的情况下,对于不同数量的竞标者,第一价格密封竞标行为的实验数据。提出了这种无反馈设计,用于单发游戏情况的实验测试。我们同时考虑对象内部和对象之间的差异。与定性风险中性纳什均衡预测相一致,数据表明,投标人的数量增加了。但是,在涉及少量投标者的拍卖中,平均出价高于平均价格,而在涉及大量投标者的拍卖中,平均出价低于风险中性均衡预测值。四分位数分析表明,对于给定数量的投标者,在整个价值范围内,投标行为不是恒定的。但是,在高价值四分位数上,平均出价/价值比与风险中性预测没有区别。每次重复显示中标后,行为会有所不同。

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