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Statistical Inference in Two-Stage Online Controlled Experiments with Treatment Selection and Validation

机译:选择治疗和验证的两阶段在线控制实验的统计推论

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Online controlled experiments, also called A/B testing, have been established as the mantra for data-driven decision making in many web-facing companies. A/B Testing support decision making by directly comparing two variants at a time. It can be used for comparison between (1) two candidate treatments and (2) a candidate treatment and an established control. In practice, one typically runs an experiment with multiple treatments together with a control to make decision for both purposes simultaneously. This is known to have two issues. First, having multiple treatments increases false positives due to multiple comparison. Second, the selection process causes an upward bias in estimated effect size of the best observed treatment. To overcome these two issues, a two stage process is recommended, in which we select the best treatment from the first screening stage and then run the same experiment with only the selected best treatment and the control in the validation stage. Traditional application of this two-stage design often focus only on results from the second stage. In this paper, we propose a general methodology for combining the first screening stage data together with validation stage data for more sensitive hypothesis testing and more accurate point estimation of the treatment effect. Our method is widely applicable to existing online controlled experimentation systems.
机译:在线控制实验(也称为A / B测试)已被确立为许多面向Web的公司中数据驱动决策的口头禅。 A / B测试通过一次直接比较两个变体来支持决策。它可用于(1)两种候选治疗与(2)候选治疗与既定对照之间的比较。在实践中,通常会同时进行多种处理和对照的实验,以同时针对这两种目的做出决策。已知有两个问题。首先,由于多次比较,进行多种治疗会增加误报率。其次,选择过程会导致最佳观察治疗方案的估计效应大小出现向上偏差。为了克服这两个问题,建议采用两个阶段的过程,在该过程中,我们从第一个筛选阶段中选择最佳治疗方案,然后在验证阶段仅选择选定的最佳治疗方案和对照进行相同的实验。这种两阶段设计的传统应用通常只关注第二阶段的结果。在本文中,我们提出了一种通用的方法,将第一阶段筛查数据与验证阶段数据相结合,以进行更敏感的假设检验和更准确的治疗效果点估计。我们的方法广泛适用于现有的在线控制实验系统。

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