首页> 外文期刊>Value in health: the journal of the International Society for Pharmacoeconomics and Outcomes Research >Evaluating the impact of unmeasured confounding with internal validation data: An example cost evaluation in type 2 diabetes
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Evaluating the impact of unmeasured confounding with internal validation data: An example cost evaluation in type 2 diabetes

机译:使用内部验证数据评估无法衡量的混杂影响:2型糖尿病的成本评估示例

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摘要

The quantitative assessment of the potential influence of unmeasured confounders in the analysis of observational data is rare, despite reliance on the no unmeasured confounders assumption. In a recent comparison of costs of care between two treatments for type 2 diabetes using a health care claims database, propensity score matching was implemented to adjust for selection bias though it was noted that information on baseline glycemic control was not available for the propensity model. Using data from a linked laboratory file, data on this potential unmeasured confounder were obtained for a small subset of the original sample. By using this information, we demonstrate how Bayesian modeling, propensity score calibration, and multiple imputation can utilize this additional information to perform sensitivity analyses to quantitatively assess the potential impact of unmeasured confounding. Bayesian regression models were developed to utilize the internal validation data as informative prior distributions for all parameters, retaining information on the correlation between the confounder and other covariates. While assumptions supporting the use of propensity score calibration were not met in this sample, the use of Bayesian modeling and multiple imputation provided consistent results, suggesting that the lack of data on the unmeasured confounder did not have a strong impact on the original analysis, due to the lack of strong correlation between the confounder and the cost outcome variable. Bayesian modeling with informative priors and multiple imputation may be useful tools for unmeasured confounding sensitivity analysis in these situations. Further research to understand the operating characteristics of these methods in a variety of situations, however, remains.
机译:尽管依赖于没有不可测混杂因素的假设,但很少对未测混杂因素在观测数据分析中的潜在影响进行定量评估。在最近使用卫生保健索赔数据库比较两种2型糖尿病治疗之间的护理费用的过程中,尽管注意到了针对倾向性模型无法获得有关基线血糖控制的信息,但倾向性得分匹配用于调整选择偏倚。使用链接的实验室文件中的数据,可以从原始样品的一小部分中获得有关该潜在未测混杂因素的数据。通过使用此信息,我们演示了贝叶斯建模,倾向得分校准和多重插补如何利用此附加信息进行敏感性分析,以定量评估未测混杂因素的潜在影响。贝叶斯回归模型的开发是为了利用内部验证数据作为所有参数的先验信息分布,并保留有关混杂因素与其他协变量之间相关性的信息。尽管在该样本中未满足支持使用倾向评分校准的假设,但使用贝叶斯建模和多重插补提供了一致的结果,这表明,由于未测混杂因素的数据不足,对原始分析的影响不大。混杂因素与成本结果变量之间缺乏强相关性。在这些情况下,具有信息先验和多重插补的贝叶斯建模可能是有用的工具,可用于无法衡量的混杂敏感性分析。但是,仍需要进一步研究以了解这些方法在各种情况下的操作特性。

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