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This academic paper introduces Augmented Marginal outcome density Ratio (AMR), a novel approach for estimating average treatment effects (ATE) from observational data that addresses limitations of existing methods, particularly in settings with high-dimensional covariates and weak overlap. Unlike covariate-focused adjustment techniques prone to sensitivity in complex scenarios, AMR employs outcome-informed weighting to naturally filter irrelevant information and enhance robustness. The authors demonstrate that AMR is doubly robust and achieves asymptotic normality, while empirical results on synthetic and real-world datasets, including text applications, highlight its superior efficiency and stability compared to various baseline methods, especially under challenging conditions.
By Enoch H. KangThis academic paper introduces Augmented Marginal outcome density Ratio (AMR), a novel approach for estimating average treatment effects (ATE) from observational data that addresses limitations of existing methods, particularly in settings with high-dimensional covariates and weak overlap. Unlike covariate-focused adjustment techniques prone to sensitivity in complex scenarios, AMR employs outcome-informed weighting to naturally filter irrelevant information and enhance robustness. The authors demonstrate that AMR is doubly robust and achieves asymptotic normality, while empirical results on synthetic and real-world datasets, including text applications, highlight its superior efficiency and stability compared to various baseline methods, especially under challenging conditions.