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在单调性下对工具变量估计值的挑战性解释。

The challenging interpretation of instrumental variable estimates under monotonicity.

机构信息

Department of Epidemiology, Erasmus Medical Center, Rotterdam, The Netherlands.

Department of Epidemiology, Harvard T. H. Chan School of Public Health, Boston, MA, USA.

出版信息

Int J Epidemiol. 2018 Aug 1;47(4):1289-1297. doi: 10.1093/ije/dyx038.

Abstract

BACKGROUND

Instrumental variable (IV) methods are often used to identify 'local' causal effects in a subgroup of the population of interest. Such 'local' effects may not be ideal for informing clinical or policy decision making. When the instrument is non-causal, additional difficulties arise for interpreting 'local' effects. Little attention has been paid to these difficulties, even though commonly proposed instruments in epidemiology are non-causal (e.g. proxies for physician's preference; genetic variants in some Mendelian randomization studies).

METHODS

For IV estimates obtained from both causal and non-causal instruments under monotonicity, we present results to help investigators pose four questions about the local effect estimates obtained in their studies. (1) To what subgroup of the population does the effect pertain? Can we (2) estimate the size of or (3) describe the characteristics of this subgroup relative to the study population? (4) Can the sensitivity of the effect estimate to deviations from monotonicity be quantified?

RESULTS

We show that the common interpretations and approaches for answering these four questions are generally only appropriate in the case of causal instruments.

CONCLUSIONS

Appropriate interpretation of an IV estimate under monotonicity as a 'local' effect critically depends on whether the proposed instrument is causal or non-causal. The results and formal proofs presented here can help in the transparent reporting of IV results and in enhancing the use of IV estimates in informing decision-making efforts.

摘要

背景

工具变量(IV)方法常用于确定感兴趣人群子集中的“局部”因果效应。此类“局部”效应可能并不利于临床或政策决策。当工具是非因果性的时,对于解释“局部”效应会出现额外的困难。尽管在流行病学中常用的工具通常是非因果性的(例如医生偏好的替代指标;一些孟德尔随机化研究中的遗传变异),但很少关注这些困难。

方法

对于在单调性下从因果和非因果工具获得的 IV 估计,我们提供了结果,以帮助研究人员提出关于其研究中获得的局部效应估计的四个问题。(1)该效应与人群中的哪个亚组有关?我们能否(2)估计该亚组的大小,或(3)描述其相对于研究人群的特征?(4)能否量化效应估计对非单调性偏离的敏感性?

结果

我们表明,对于因果工具,常见的解释和回答这些四个问题的方法通常是合适的。

结论

在单调性下将 IV 估计解释为“局部”效应的适当解释取决于所提出的工具是否为因果性的。这里提出的结果和正式证明有助于 IV 结果的透明报告,并增强 IV 估计在决策制定中的作用。

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