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Influenza vaccine effectiveness in patients on hemodialysis: an analysis of a natural experiment.血液透析患者的流感疫苗有效性:一项自然实验分析
Arch Intern Med. 2012 Apr 9;172(7):548-54. doi: 10.1001/archinternmed.2011.2238.
2
Adjustments for unmeasured confounders in pharmacoepidemiologic database studies using external information.利用外部信息对药物流行病学数据库研究中未测量的混杂因素进行调整。
Med Care. 2007 Oct;45(10 Supl 2):S158-65. doi: 10.1097/MLR.0b013e318070c045.
3
Performance of propensity score calibration--a simulation study.倾向得分校准的性能——一项模拟研究。
Am J Epidemiol. 2007 May 15;165(10):1110-8. doi: 10.1093/aje/kwm074. Epub 2007 Mar 28.
4
Evidence of bias in estimates of influenza vaccine effectiveness in seniors.老年人流感疫苗有效性评估中的偏差证据。
Int J Epidemiol. 2006 Apr;35(2):337-44. doi: 10.1093/ije/dyi274. Epub 2005 Dec 20.
5
Adjusting effect estimates for unmeasured confounding with validation data using propensity score calibration.使用倾向得分校准,通过验证数据对未测量的混杂因素进行效应估计调整。
Am J Epidemiol. 2005 Aug 1;162(3):279-89. doi: 10.1093/aje/kwi192. Epub 2005 Jun 29.
6
Analytic strategies to adjust confounding using exposure propensity scores and disease risk scores: nonsteroidal antiinflammatory drugs and short-term mortality in the elderly.使用暴露倾向评分和疾病风险评分调整混杂因素的分析策略:非甾体抗炎药与老年人短期死亡率
Am J Epidemiol. 2005 May 1;161(9):891-8. doi: 10.1093/aje/kwi106.
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Adjusting for unmeasured confounders in pharmacoepidemiologic claims data using external information: the example of COX2 inhibitors and myocardial infarction.利用外部信息对药物流行病学索赔数据中未测量的混杂因素进行调整:以COX2抑制剂与心肌梗死为例。
Epidemiology. 2005 Jan;16(1):17-24. doi: 10.1097/01.ede.0000147164.11879.b5.
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Semi-automated sensitivity analysis to assess systematic errors in observational data.用于评估观测数据中系统误差的半自动敏感性分析。
Epidemiology. 2003 Jul;14(4):451-8. doi: 10.1097/01.EDE.0000071419.41011.cf.
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Paradoxical relations of drug treatment with mortality in older persons.老年人药物治疗与死亡率之间的矛盾关系。
Epidemiology. 2001 Nov;12(6):682-9. doi: 10.1097/00001648-200111000-00017.
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An introduction to instrumental variables for epidemiologists.面向流行病学家的工具变量介绍。
Int J Epidemiol. 2000 Aug;29(4):722-9. doi: 10.1093/ije/29.4.722.

在不存在替代指标的情况下进行倾向评分校准。

Propensity score calibration in the absence of surrogacy.

机构信息

Arthritis Research UK Epidemiology Unit, School of Translational Medicine, University of Manchester, United Kingdom.

出版信息

Am J Epidemiol. 2012 Jun 15;175(12):1294-302. doi: 10.1093/aje/kwr463. Epub 2012 Apr 24.

DOI:10.1093/aje/kwr463
PMID:22688682
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC3491974/
Abstract

Propensity score calibration (PSC) can be used to adjust for unmeasured confounders using a cross-sectional validation study that lacks information on the disease outcome (Y), under a strong surrogacy assumption. Using directed acyclic graphs and path analysis, the authors developed a formula to predict the presence and magnitude of the bias of PSC in the simplest setting of a binary exposure (T) and 1 confounder (X) that are observed in the main study and 1 confounder (C) that is observed in the validation study only. PSC bias is predicted on the basis of parameters that can be estimated from the data and a single unidentifiable parameter, the relative risk (RR) associated with C (RR(CY)). The authors simulated 1,000 cohort studies each with a Poisson-distributed outcome Y, varying parameter values over a wide range. When using the true parameter for RR(CY), the formula predicts PSC bias almost perfectly in this simple setting (correlation with observed bias over 24 scenarios assessed: r = 0.998). The authors conclude that the bias from PSC observed in certain scenarios can be estimated from the imbalance in C between treated and untreated persons, after adjustment for X, in the validation study and assuming a range of plausible values for the unidentifiable RR(CY).

摘要

倾向评分校准 (PSC) 可以用于调整未测量的混杂因素,方法是使用缺乏疾病结局 (Y) 信息的横截面验证研究,但需要满足强替代假设。作者使用有向无环图和路径分析,开发了一个公式,用于预测在最简单的二项式暴露 (T) 和 1 个混杂因素 (X) 的情况下,在主要研究中观察到,而在验证研究中仅观察到 1 个混杂因素 (C) 时,PSC 的偏差和幅度。PSC 偏差是基于可以从数据中估计的参数和一个无法识别的参数,即与 C 相关的相对风险 (RR) (RR(CY)) 进行预测的。作者模拟了 1000 项队列研究,每个研究的结果 Y 均呈泊松分布,参数值在很大范围内变化。当使用 RR(CY) 的真实参数时,该公式在这种简单情况下几乎可以完美地预测 PSC 偏差(在 24 种情况下评估的观察偏差的相关性:r = 0.998)。作者得出结论,在验证研究中,通过调整 X 后,在处理组和未处理组之间 C 的不平衡,可以估计某些情况下 PSC 产生的偏差,并且假设 RR(CY) 的未识别值在合理范围内。