Identification Using Border Approaches and IVs

Xing Li, Wesley R. Hartmann, Tomomichi Amano
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引用次数: 5

Abstract

We document that recent quasi-experimental strategies for identifying advertising effects can be derived from a model in which ad decisions are made at a more aggregate level than conversion is measured. Next, we show that the identifying variation in one of these strategies, the Border Approach, is conceptually similar to what are commonly known as Waldfogel IVs. We compare these, as well as supply-side instruments and fixed effects, in a data set on advertising in US presidential elections. Both border approaches and IVs are known to sacrifice statistical power and they do, but not by enough to affect statistical significance, in this application. The Waldfogel IVs are much more powerful than the supply-side IVs and, when combined, the standard errors are substantially reduced. Each IV estimator has the potential to produce a local average treatment effect that weights aggregate markets differently. Estimates suggest differences may exist, but they are not significant. When both IVs are combined, the point estimate is identical to a fixed effect estimate that is likely to be unbiased. The Border Approach can produce local effects at the disaggregate level when border and non-border regions differ. We find evidence of a statistically signficant difference when analysis is restricted to those counties where identifying assumptions are more plausible. The point estimate drops to nearly zero and becomes insignificant despite a standard error that is as small as the lowest IV standard error. We suspect local estimate concerns are greater for the Border Approach because it identifies advertising effects that exclude the high population counties in all markets, whereas IVs may weight each market differently but include counties of all types within each market.
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使用边界方法和IVs进行识别
我们记录了最近用于识别广告效果的准实验策略可以从一个模型中得出,在这个模型中,广告决策是在比衡量转化率更综合的水平上做出的。接下来,我们将展示其中一种策略的识别变化,即边界方法,在概念上与通常称为Waldfogel iv的方法相似。我们在美国总统选举广告的数据集中比较了这些因素,以及供给侧工具和固定效应。众所周知,边界方法和iv都牺牲了统计能力,但在这个应用程序中,它们确实牺牲了统计能力,但不足以影响统计显著性。Waldfogel iv比供给侧iv强大得多,当组合使用时,标准误差大大降低。每个IV估计器都有可能产生局部平均处理效应,从而以不同的方式对总市场进行加权。估计表明差异可能存在,但并不显著。当两个IVs结合在一起时,点估计与固定效应估计相同,可能是无偏的。当边界和非边界地区不同时,边界方法可以在分解水平上产生局部效应。当分析仅限于那些识别假设更合理的县时,我们发现了统计上显著差异的证据。尽管标准误差与最低IV标准误差一样小,但点估计值几乎下降到零并且变得微不足道。我们怀疑边界方法对当地估计的关注更大,因为它确定了排除所有市场中高人口县的广告效应,而IVs可能对每个市场的权重不同,但包括每个市场中所有类型的县。
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