Levell M J
Ann Clin Biochem. 1980 Sep;17(5):237-40. doi: 10.1177/000456328001700504.
A model consisting of overlapping Gaussian distributions of disease and reference values has been used to calculate the effects of analytical imprecision on the proportions of patients wrongly classified by a test. Using published data the model has been applied to the urinary excretion of 11-hydroxycorticosteroids in the diagnosis of Cushing's syndrome. At the lowest levels of imprecision encountered in hospital laboratories, doubling the imprecision increased false negatives (missed diagnoses) from 3.6% to 4.1% and false positives from 9.4% to 11.2%. Although improved imprecision may thus produce only marginal improvements of misclassification, there is no level of imprecision below which further improvement does not improve misclassification. It is suggested that the concept of an 'acceptable level of imprecision' should be replaced by the concept of costing improvements of imprecision, equating the benefits in terms of patient classification with cost in terms of additional resources.
一种由疾病和参考值的重叠高斯分布组成的模型已被用于计算分析不精密度对测试错误分类患者比例的影响。利用已发表的数据,该模型已应用于库欣综合征诊断中11-羟皮质类固醇的尿排泄。在医院实验室遇到的最低不精密度水平下,将不精密度加倍会使假阴性(漏诊)从3.6%增加到4.1%,假阳性从9.4%增加到11.2%。因此,尽管不精密度的改善可能只会使错误分类有边际改善,但不存在不精密度水平,低于该水平进一步改善不会改善错误分类。建议用不精密度改善的成本概念取代“可接受不精密度水平”的概念,将患者分类方面的益处与额外资源方面的成本等同起来。