因果推理
逆概率加权
估计员
推论
机器学习
统计推断
加权
人工智能
规范
参数统计
计量经济学
反概率
计算机科学
参数化模型
因果模型
人口
统计
医学
数学
贝叶斯概率
环境卫生
后验概率
放射科
作者
Chiara Moccia,Giovenale Moirano,Maja Popović,Costanza Pizzi,Piero Fariselli,Lorenzo Richiardi,Claus Thorn Ekstrøm,Milena Maule
标识
DOI:10.1007/s10654-024-01173-x
摘要
Abstract In causal inference, parametric models are usually employed to address causal questions estimating the effect of interest. However, parametric models rely on the correct model specification assumption that, if not met, leads to biased effect estimates. Correct model specification is challenging, especially in high-dimensional settings. Incorporating Machine Learning (ML) into causal analyses may reduce the bias arising from model misspecification, since ML methods do not require the specification of a functional form of the relationship between variables. However, when ML predictions are directly plugged in a predefined formula of the effect of interest, there is the risk of introducing a “plug-in bias” in the effect measure. To overcome this problem and to achieve useful asymptotic properties, new estimators that combine the predictive potential of ML and the ability of traditional statistical methods to make inference about population parameters have been proposed. For epidemiologists interested in taking advantage of ML for causal inference investigations, we provide an overview of three estimators that represent the current state-of-art, namely Targeted Maximum Likelihood Estimation (TMLE), Augmented Inverse Probability Weighting (AIPW) and Double/Debiased Machine Learning (DML).
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