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A convenient omitted variable bias formula for treatment effect models

机译:用于治疗效果模型的便捷省略变量偏差公式

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Generally, determining the size and magnitude of the omitted variable bias (OVB) in regression models is challenging when multiple included and omitted variables are present. Here, I describe a convenient OVB formula for treatment effect models with potentially many included and omitted variables. I show that in these circumstances it is simple to infer the direction, and potentially the magnitude, of the bias. In a simple setting, this OVB is based on mutually exclusive binary variables, however I provide an extension which loosens the need for mutual exclusivity of variables, deriving the bias in difference-in-differences style models with an arbitrary number of included and excluded “treatment” indicators.
机译:通常,当存在多个包含变量和遗漏变量时,在回归模型中确定遗漏变量偏差(OVB)的大小和大小具有挑战性。在这里,我为处理效果模型描述了一个方便的OVB公式,其中可能包含许多包含和省略的变量。我表明,在这种情况下,很容易推断出偏差的方向和大小。在一个简单的设置中,此OVB基于互斥的二进制变量,但是我提供了一个扩展,它放宽了对变量互斥的需求,从而得出了具有任意数量的包含和排除“治疗”指标。

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