滞后暴露评估的线性马尔可夫模型

Alessandro Magrini
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引用次数: 3

摘要

具有时间延迟协变量的线性回归(分布滞后线性回归)是滞后暴露评估的标准方法,但它仅限于感兴趣的单一生物标志物,不能提供对病原体暴露之间关系的见解,因此排除了在一般情况下的因果效应评估。为了克服这些局限性,本文将分布滞后线性回归应用于马尔可夫结构因果模型。动态因果效应被定义为不同时间滞后的回归系数的函数。提出的方法是用一个简单的滞后暴露评估问题说明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Linear Markovian models for lag exposure assessment
Summary Linear regression with temporally delayed covariates (distributed-lag linear regression) is a standard approach to lag exposure assessment, but it is limited to a single biomarker of interest and cannot provide insights on the relationships holding among the pathogen exposures, thus precluding the assessment of causal effects in a general context. In this paper, to overcome these limitations, distributed-lag linear regression is applied to Markovian structural causal models. Dynamic causal effects are defined as a function of regression coefficients at different time lags. The proposed methodology is illustrated using a simple lag exposure assessment problem.
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