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Instrumental variable analysis for estimation of treatment effects with dichotomous outcomes.

机译:工具变量分析,用于评估具有二分结果的治疗效果。

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摘要

Instrumental variable analyses are increasingly used in epidemiologic studies. For dichotomous exposures and outcomes, the typical 2-stage least squares approach produces risk difference estimates rather than relative risk estimates and is criticized for assuming normally distributed errors. Using 2 example drug safety studies evaluated in 3 cohorts from Pennsylvania (1994-2003) and British Columbia, Canada (1996-2004), the authors compared instrumental variable techniques that yield relative risk and risk difference estimates and that are appropriate for dichotomous exposures and outcomes. Methods considered include probit structural equation models, 2-stage logistic models, and generalized method of moments estimators. Employing these methods, in the first study the authors observed relative risks ranging from 0.41 to 0.58 and risk differences ranging from -1.41 per 100 to -1.28 per 100; in the second, they observed relative risks of 1.38-2.07 and risk differences of 7.53-8.94; and in the third, theyobserved relative risks of 1.45-1.59 and risk differences of 3.88-4.84. The 2-stage logistic models showed standard errors up to 40% larger than those of the instrumental variable probit model. Generalized method of moments estimation produced substantially the same results as the 2-stage logistic method. Few substantive differences among the methods were observed, despite their reliance on distinct assumptions.
机译:工具变量分析在流行病学研究中越来越多地被使用。对于二分式风险暴露和结果,典型的两阶段最小二乘方法产生的风险差异估算值而不是相对风险估算值,并且因假设误差为正态分布而受到批评。作者使用宾夕法尼亚州(1994-2003)和加拿大不列颠哥伦比亚省(1996-2004)的3个队列中评估的2个示例药物安全性研究,比较了工具变量技术得出的相对风险和风险差异估计值,并且适用于二分暴露和结果。考虑的方法包括概率结构方程模型,两阶段逻辑模型和矩量估计器的广义方法。利用这些方法,在第一项研究中,作者观察到相对风险为0.41至0.58,风险差异为-100 / -1至-1.28 / 100。第二,他们观察到相对风险为1.38-2.07,风险差异为7.53-8.94。第三,他们的相对风险为1.45-1.59,风险差异为3.88-4.84。两阶段逻辑模型显示的标准误差比工具变量概率模型的标准误差大40%。广义矩估计方法产生的结果与两阶段逻辑方法基本相同。尽管这些方法依赖于不同的假设,但在这些方法之间几乎没有发现实质性差异。

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