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Implementation of instrumental variable bounds for data missing not at random

机译:工具变量界限的实现用于随机丢失的数据

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摘要

Instrumental variables are routinely used to recover a consistent estimator of an exposure causal effect in the presence of unmeasured confounding. Instrumental variable approaches to account for non-ignorable missing data also exist, but are less familiar to epidemiologists. Like instrumental variables for exposure causal effects, instrumental variables for missing data rely on exclusion restriction and instrumental variable relevance assumptions. Yet these two conditions alone are insufficient for point identification. For estimation, researchers have invoked a third assumption, typically involving fairly restrictive parametric constraints. Inferences can be sensitive to these parametric assumptions, which are typically not empirically testable. The purpose of our paper is to discuss another approach for leveraging a valid instrumental variable. Although the approach is insufficient for nonparametric identification, it can nonetheless provide informative inferences about the presence, direction, and magnitude of selection bias, without invoking a third untestable parametric assumption. An important contribution of this paper is an Excel spreadsheet tool that can be used to obtain empirical evidence of selection bias and calculate bounds and corresponding Bayesian 95% credible intervals for a non-identifiable population proportion. For illustrative purposes, we used the spreadsheet tool to analyze HIV prevalence data collected by the 2007 Zambia Demographic and Health Survey (DHS).
机译:在存在无法衡量的混杂因素的情况下,通常使用工具变量来恢复对暴露因果效应的一致估计。也存在用于解决不可忽略的缺失数据的工具变量方法,但是流行病学家并不那么熟悉。像暴露因果效应的工具变量一样,缺失数据的工具变量也依赖于排除限制和工具变量相关性假设。然而,仅这两个条件不足以识别点。为了进行估计,研究人员引用了第三个假设,通常涉及相当严格的参数约束。推论对这些参数假设可能很敏感,这些假设通常无法凭经验进行检验。本文的目的是讨论利用有效工具变量的另一种方法。尽管该方法不足以进行非参数识别,但仍可以提供有关选择偏差的存在,方向和大小的信息推断,而无需调用第三个无法测试的参数假设。本文的重要贡献是一个Excel电子表格工具,可用于获取选择偏差的经验证据,并针对不可确定的人口比例计算界限和相应的贝叶斯95%可信区间。出于说明目的,我们使用电子表格工具分析了2007年赞比亚人口与健康调查(DHS)收集的艾滋病毒流行率数据。

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