Castleman K R, White B S
Cytometry. 1981 Nov;2(3):155-8. doi: 10.1002/cyto.990020304.
In two previous papers we developed formulas relating the performance (error rates) of a two-class specimen classifier to the performance of a preceding two-class classifier and the number of cells examined (K. R. Castleman and B. S. White, Analytical and Quantitative Cytology 2:117, 1980 and K. R. Castleman and B. S. White, Cytometry 1:156, 1980.). This analysis assumed a certain proportion (p) of abnormal cells on an abnormal specimen. In this paper we examine what happens when a system designed assuming one value of p is presented with a positive specimen having a different abnormal cell proportion. We show that the specimen false negative error rate increases dramatically as p decreases below the design value, and conversely. This suggests that the specimen classification performance of a particular system should be quoted only with reference to the abnormal cell proportion of the specimens used for testing.
在之前的两篇论文中,我们推导出了一些公式,这些公式将两类样本分类器的性能(错误率)与前一个两类分类器的性能以及所检查的细胞数量联系起来(K. R. 卡斯尔曼和B. S. 怀特,《分析与定量细胞学》2:117,1980年;以及K. R. 卡斯尔曼和B. S. 怀特,《细胞计数》1:156,1980年)。该分析假定异常样本上存在一定比例(p)的异常细胞。在本文中,我们研究当一个按某一p值设计的系统面对一个具有不同异常细胞比例的阳性样本时会发生什么情况。我们表明,当p值低于设计值时,样本假阴性错误率会急剧增加,反之亦然。这表明,特定系统的样本分类性能应该仅参考用于测试的样本的异常细胞比例来进行表述。