多项式分布
估计员
因果推理
计量经济学
观察研究
倾向得分匹配
孟德尔随机化
广义线性模型
医学
多项式logistic回归
计算机科学
二项回归
统计
机器学习
回归分析
数学
生物化学
基因
基因型
化学
遗传变异
作者
Jason Poulos,Marcela Horvitz‐Lennon,Katya Zelevinsky,Tudor Cristea‐Platon,Thomas Huijskens,Pooja Tyagi,Jiaju Yan,Jordi Díaz,Sharon‐Lise T. Normand
摘要
We investigate estimation of causal effects of multiple competing (multi‐valued) treatments in the absence of randomization. Our work is motivated by an intention‐to‐treat study of the relative cardiometabolic risk of assignment to one of six commonly prescribed antipsychotic drugs in a cohort of nearly 39 000 adults with serious mental illnesses. Doubly‐robust estimators, such as targeted minimum loss‐based estimation (TMLE), require correct specification of either the treatment model or outcome model to ensure consistent estimation; however, common TMLE implementations estimate treatment probabilities using multiple binomial regressions rather than multinomial regression. We implement a TMLE estimator that uses multinomial treatment assignment and ensemble machine learning to estimate average treatment effects. Our multinomial implementation improves coverage, but does not necessarily reduce bias, relative to the binomial implementation in simulation experiments with varying treatment propensity overlap and event rates. Evaluating the causal effects of the antipsychotics on 3‐year diabetes risk or death, we find a safety benefit of moving from a second‐generation drug considered among the safest of the second‐generation drugs to an infrequently prescribed first‐generation drug known for having low cardiometabolic risk.
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