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接收器操作特性曲线下面积的非参数估计的抽样变异性:最新进展

Sampling variability of nonparametric estimates of the areas under receiver operating characteristic curves: an update.

作者信息

Hanley J A, Hajian-Tilaki K O

机构信息

Department of Epidemiology and Biostatistics, McGill University, Montreal, Canada.

出版信息

Acad Radiol. 1997 Jan;4(1):49-58. doi: 10.1016/s1076-6332(97)80161-4.

Abstract

RATIONALE AND OBJECTIVES

Several methods have been proposed for calculating the variances and covariances of nonparametric estimates of the area under receiver operating characteristic curves (AUC). The authors provide an explanation of the relationships between them and illustrate the factors that determine sampling variability.

METHODS

The authors investigated the algebraic links between two methods, that of "placements" and that of "pseudovalues" based on jackknifing. They also performed a numerical investigation of the comparative performance of the two methods.

RESULTS

The "placement" method has a simple structure that illustrates the determinants of the sampling variability and does not require specialized software. The authors show that the pseudovalues used in the jackknife method are directly linked to the placement values.

CONCLUSION

Because of the close link, borne out in a numeric investigation of the sampling variation, and because of the ease of computation, the choice between the two methods can be based on users' preferences. For indexes other than the AUC, however, the use of pseudovalues holds greater promise.

摘要

原理与目的

已经提出了几种方法来计算接受者操作特征曲线(AUC)下面积的非参数估计值的方差和协方差。作者对这些方法之间的关系进行了解释,并阐明了决定抽样变异性的因素。

方法

作者研究了基于刀切法的“排列”法和“伪值”法这两种方法之间的代数联系。他们还对这两种方法的比较性能进行了数值研究。

结果

“排列”法结构简单,说明了抽样变异性的决定因素,并且不需要专门的软件。作者表明,刀切法中使用的伪值与排列值直接相关。

结论

由于在抽样变异的数值研究中得到证实的紧密联系,以及计算的简便性,两种方法之间的选择可以基于用户的偏好。然而,对于AUC以外的指标,使用伪值更具前景。

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