Adjustments to propensity score matching for network structures

Masoud Charkhabi
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引用次数: 3

Abstract

Causal inference from observational data rely on similar treatment and control groups to isolate for variation, in addition to adjustments in estimates to account for the remaining uncontrollable variation. Propensity score matching and statistical inference are established tools to achieve for these two requirements respectively. Network structures in the underlying data of the experiment challenge this convention since they question assumptions of independent observations and increase the risk of unobserved variables. In this paper we approach the problem with the intent of preserving propensity score matching and inference, while accommodating network information. Multiple experiments are re-evaluated with network information. All experiments were intended to create organic growth through referrals in a financial services business. We offer first, the Propensity Score Layout; a rapid visualization approach to scan data from multiple studies that potentially may require re-evaluation due to network structure. Second, the Propensity Score Network Risk; a metric that captures the extent to which network structure interferes with the treatment of the experiment. And third; variables constructed from network information that to our surprise estimate the propensity score significantly better than node attributes. We also present a set of interesting problems for researchers in academia and industry. To the best of our knowledge network methods have not been studied thoroughly in this domain. We feel the combination of technique, results and domain are novel.
网络结构倾向得分匹配的调整
观察数据的因果推断依赖于相似的治疗和对照组来隔离变异,此外还需要调整估计值以解释剩余的不可控变异。倾向得分匹配和统计推断分别是实现这两个要求的工具。实验基础数据中的网络结构挑战了这一惯例,因为它们质疑独立观察的假设,并增加了未观察变量的风险。在本文中,我们以保留倾向分数匹配和推理的目的来处理这个问题,同时容纳网络信息。利用网络信息对多个实验进行重新评估。所有的实验都是为了在金融服务业务中通过推荐创造有机增长。我们首先提供倾向评分布局;一种快速的可视化方法来扫描来自多个研究的数据,这些研究可能由于网络结构而需要重新评估。二是倾向得分网络风险;捕获网络结构对实验处理的干扰程度的度量。和第三;令我们惊讶的是,从网络信息构建的变量估计倾向得分明显优于节点属性。我们还为学术界和工业界的研究人员提出了一系列有趣的问题。据我们所知,网络方法在这一领域还没有得到深入的研究。我们觉得技术、结果和领域的结合是新颖的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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