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Comparison of Type I error rates and statistical power of different propensity score methods

机译:不同倾向得分方法的I类错误率和统计功效的比较

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摘要

Propensity score analysis (PSA) is a technique to correct for potential confounding in observational studies. Covariate adjustment, matching, stratification, and inverse weighting are the four most commonly used methods involving propensity scores. The main goal of this research is to determine which PSA method performs the best in terms of protecting against spurious association detection, as measured by Type I error rate, while maintaining sufficient power to detect a true association, if one exists. An examination of these PSA methods along with ordinary least squares regression was conducted under two cases: correct PSA model specification and incorrect PSA model specification. PSA covariate adjustment and PSA matching maintain the nominal Type I error rate, when the PSA model is correctly specified, but only PSA covariate adjustment achieves adequate power levels. Other methods produced conservative Type I Errors in some scenarios, while liberal Type I error rates were observed in other scenarios.
机译:倾向得分分析(PSA)是一种校正观察研究中潜在混淆因素的技术。协变量调整,匹配,分层和逆加权是涉及倾向得分的四种最常用方法。这项研究的主要目的是确定哪种PSA方法在防止虚假关联检测方面表现最佳(以I类错误率衡量),同时保持足够的能力来检测真实的关联(如果存在)。在以下两种情况下检查了这些PSA方法以及普通的最小二乘回归:正确的PSA模型规范和错误的PSA模型规范。如果正确指定了PSA模型,但PSA协变量调整和PSA匹配可保持标称的I型错误率,但只有PSA协变量调整才能达到足够的功率水平。在某些情况下,其他方法会产生保守的I类错误,而在其他情况下,则会观察到I类错误的发生率。

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