利用结构静止性条件下的安慰剂结果识别因果扩散效应

Naoki Egami
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引用次数: 0

摘要

长期以来,社会和生物医学家一直对思想和行为的扩散过程感兴趣。在本文中,我们研究了一个紧迫的社会问题,即德国针对难民的仇恨犯罪的空间扩散,自2015年难民危机以来,德国已接纳了100多万寻求庇护者。尽管因果扩散效应(也称同伴效应和传染效应)非常重要,但识别这种效应仍具有挑战性,因为由于语境混杂和同质性偏差,常用的无遗漏混杂因素假设往往站不住脚。为了解决这个长期存在的问题,我们研究了在结构静止性这一新假设下使用安慰剂结果进行因果识别的问题,该假设通过一类具有递归结构的非参数结构方程模型将潜在的扩散过程形式化。我们证明,在结构固定性条件下,滞后因变量是一种通用、有效的安慰剂结果,可用于检测各种偏差,包括上述两种偏差。然后,我们提出了一种差分式估计方法,可以在额外的因果假设下直接纠正偏差。通过分析来自德国的细粒度地理编码仇恨犯罪数据,我们展示了所提出的方法何时以及如何在空间因果扩散分析中检测并纠正未测量的混杂因素。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Identification of causal diffusion effects using placebo outcomes under structural stationarity
Social and biomedical scientists have long been interested in the process through which ideas and behaviours diffuse. In this article, we study an urgent social problem, the spatial diffusion of hate crimes against refugees in Germany, which has admitted more than 1 million asylum seekers since the 2015 refugee crisis. Despite its importance, identification of causal diffusion effects, also known as peer and contagion effects, remains challenging because the commonly used assumption of no omitted confounders is often untenable due to contextual confounding and homophily bias. To address this long-standing problem, we examine causal identification using placebo outcomes under a new assumption of structural stationarity, which formalizes the underlying diffusion process with a class of nonparametric structural equation models with recursive structure. We show under structural stationarity that a lagged dependent variable is a general, valid placebo outcome for detecting a wide range of biases, including the 2 types mentioned above. We then propose a difference-in-differences style estimator that can directly correct biases under an additional causal assumption. Analysing fine-grained geo-coded hate crime data from Germany, we show when and how the proposed methods can detect and correct unmeasured confounding in spatial causal diffusion analysis.
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