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一种用于估计实验室方法比较研究中在决策界限处方法变化对不一致性或错误分类影响的数学方法。

A mathematical procedure to estimate the impact of a change in method on discordance or misclassification at a decision limit in laboratory method comparison studies.

机构信息

Department of Pathology and ARUP Laboratories, University of Utah School of Medicine, Salt Lake City, UT, United States.

Department of Mathematics, University of Utah, Salt Lake City, UT, United States.

出版信息

Clin Chim Acta. 2015 Feb 2;440:23-30. doi: 10.1016/j.cca.2014.10.043. Epub 2014 Nov 7.

Abstract

BACKGROUND

Laboratories often adopt new methods. It would be useful to have a statistical procedure to estimate the incremental impact of a change in assay.

METHODS

Mathematical modeling, statistical analysis, and case example.

RESULTS

We derived equations to estimate the proportion of discordant results that can be attributed to the new laboratory method. The calculations were demonstrated by comparing eGFR values based on creatinine values determined using the enzymatic method (existing method) and Jaffe method (new method). The discordance rate at the 60 ml/min eGFR decision limit was 3.15%. In this example, we estimated that 60% of the discordant results could be attributed to the Jaffe method.

CONCLUSION

The sources of discordance in a laboratory method comparison study can be divided into three categories: The baseline discordance due to imprecision in the established method, the incremental discordance due to imprecision in the new method, and lack of analytical specificity. Discordance due to imprecision can be attributed to each individual method. Discordance due to bias can be attributed to individual methods if information is available to estimate the rate of biased observations in either method. Such information can be used to estimate the incremental cost effectiveness associated with the adoption of a new method.

摘要

背景

实验室经常采用新方法。如果有一种统计程序可以估计检测方法改变的增量影响,将会很有用。

方法

数学建模、统计分析和案例示例。

结果

我们推导出了估计新实验室方法导致的不一致结果比例的方程式。通过比较基于使用酶法(现有方法)和 Jaffe 法(新方法)确定的肌酐值的 eGFR 值,对计算进行了演示。在 eGFR 为 60ml/min 的决策界限处,不一致率为 3.15%。在这个例子中,我们估计 60%的不一致结果可以归因于 Jaffe 法。

结论

实验室方法比较研究中不一致的来源可以分为三类:由于既定方法的不精确性导致的基线不一致,由于新方法的不精确性导致的增量不一致,以及缺乏分析特异性。由于不精确性导致的不一致可以归因于每个单独的方法。如果有信息可以估计两种方法中任何一种方法中存在偏倚观察的比率,则由于偏倚导致的不一致可以归因于个别方法。这些信息可用于估计采用新方法的增量成本效益。

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