Department of Medical Technology, Kawasaki University of Medical Welfare, Okayama, Japan.
Department of Pathology, Kawasaki Medical School General Medical Center, Okayama, Japan.
Cytopathology. 2023 Mar;34(2):106-112. doi: 10.1111/cyt.13189. Epub 2022 Dec 7.
The Paris System for Reporting Urinary Cytology (TPS) is a well-known urinary diagnostic model; however, occasional false-positives are a problem. To address this issue, we developed an improved algorithm (IA), based on additional cytological features, for TPS diagnosis.
Cytological features were evaluated in 29 hard-to-classify cases, including 22 malignant cases and seven benign cases, using image analysis. The optimal IA was determined using the area under the receiver operating characteristic curve as an index. Re-evaluation was performed by applying measured values to the TPS and IA algorithms.
Using TPS, 12 of the 22 malignant cases were reassigned to a more appropriate category, and the remaining 10 malignant cases remained hard-to-classify. Two of the seven benign cases were classified as suspicious for high-grade urothelial carcinoma, and the remaining five benign cases remained in the original category. The IA, which included nuclear area as a parameter, showed the same diagnostic sensitivity as TPS, and three of the seven benign cases were reassessed as negative. Thus, the positive and negative predictive values of the IA were higher than those of TPS (84.6% and 100% vs 75.9% and 0%).
The newly developed IA is a practical algorithm with which to address the limitations of TPS and thus may contribute to improved diagnostic accuracy.
巴黎泌尿系统细胞学报告系统(TPS)是一种广为人知的泌尿系统诊断模型,但偶尔会出现假阳性,这是一个问题。为了解决这个问题,我们根据其他细胞学特征开发了一种改进的算法(IA),用于 TPS 诊断。
使用图像分析评估了 29 例难以分类的病例中的细胞学特征,包括 22 例恶性病例和 7 例良性病例。使用受试者工作特征曲线下的面积作为指标确定最佳 IA。通过将测量值应用于 TPS 和 IA 算法来进行重新评估。
使用 TPS,22 例恶性病例中有 12 例被重新分配到更合适的类别,其余 10 例恶性病例仍难以分类。7 例良性病例中有 2 例被归类为高级尿路上皮癌可疑,其余 5 例仍保留在原始类别。包含核面积作为参数的 IA 与 TPS 具有相同的诊断敏感性,7 例良性病例中有 3 例被重新评估为阴性。因此,IA 的阳性和阴性预测值均高于 TPS(84.6%和 100%与 75.9%和 0%)。
新开发的 IA 是一种实用的算法,可以解决 TPS 的局限性,从而有助于提高诊断准确性。