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使用半参数形状受限回归的中介分析及其应用

Mediation Analysis using Semi-parametric Shape-Restricted Regression with Applications.

作者信息

Yin Qing, Jeong Jong-Hyeon, Qin Xu, Peddada Shyamal D, Adibi Jennifer J

机构信息

Department of Biostatistics, School of Public Health, University of Pittsburgh.

Department of Biostatistics, School of Public Health, University of Pittsburgh. Current address is Division of Cancer Treatment and Diagnosis, National Cancer Institute.

出版信息

Sankhya Ser B. 2024 Nov;86(2):669-689. doi: 10.1007/s13571-024-00336-w. Epub 2024 Jul 2.

Abstract

Often linear regression is used to estimate mediation effects. In many instances the underlying relationships may not be linear. Although, the exact functional form of the relationship may be unknown, based on the underlying science, one may hypothesize the shape of the relationship. For these reasons, we develop a novel shape-restricted inference-based methodology for conducting mediation analysis. This work is motivated by an application in fetal endocrinology where researchers are interested in understanding the effects of pesticide application on birth weight, with human chorionic gonadotropin (hCG) as the mediator. Using the proposed methodology on a population-level prenatal screening program data, with hCG as the mediator, we discovered that while the natural direct effects suggest a positive association between pesticide application and birth weight, the natural indirect effects were negative.

摘要

线性回归常常被用于估计中介效应。在许多情况下,潜在关系可能并非线性。尽管关系的确切函数形式可能未知,但基于基础科学,人们可以对关系的形状进行假设。出于这些原因,我们开发了一种基于形状受限推断的新颖方法来进行中介分析。这项工作的灵感来自于胎儿内分泌学中的一个应用,在该应用中,研究人员感兴趣的是了解农药施用对出生体重的影响,其中人绒毛膜促性腺激素(hCG)作为中介变量。在一项人群水平的产前筛查项目数据上使用所提出的方法,以hCG作为中介变量,我们发现,虽然自然直接效应表明农药施用与出生体重之间存在正相关,但自然间接效应却是负的。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1805/11639164/dfaa0d42b26e/13571_2024_336_Fig1_HTML.jpg

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