论文标题
层次结构Neyman-Pearson分类,用于优先考虑COVID的严重疾病类别的患者数据
Hierarchical Neyman-Pearson Classification for Prioritizing Severe Disease Categories in COVID-19 Patient Data
论文作者
论文摘要
Covid-19具有多种疾病严重程度,从无症状到需要住院。了解驱动疾病严重程度的机制对于开发有效的治疗和降低死亡率至关重要。获得这种理解的一种方法是使用多类分类框架,其中使用患者的生物学特征来预测患者的严重性类别。在此严重性分类问题中,优先确定更严重的类别并控制“分类不足”错误是有益的,其中患者被误分类为较少的类别。 Neyman-Pearson(NP)分类范式已开发出优先考虑指定类型的错误类型。但是,当前的NP程序要么用于二进制分类,要么不对多类分类的优先错误提供高概率控制。在这里,我们提出了一个分层NP(H-NP)框架和一个伞算法,该算法通常适应流行的分类方法,并以很高的概率控制较低的分类误差。在针对864名患者的单细胞RNA-seq(SCRNA-SEQ)数据集的集成集合中,我们探讨了特征的方式,并证明了H-NP算法在控制较低分类错误的功效中,无论特征性如何。除了COVID-19的严重性分类外,H-NP算法通常适用于多类分类问题,其中类具有优先顺序。
COVID-19 has a spectrum of disease severity, ranging from asymptomatic to requiring hospitalization. Understanding the mechanisms driving disease severity is crucial for developing effective treatments and reducing mortality rates. One way to gain such understanding is using a multi-class classification framework, in which patients' biological features are used to predict patients' severity classes. In this severity classification problem, it is beneficial to prioritize the identification of more severe classes and control the "under-classification" errors, in which patients are misclassified into less severe categories. The Neyman-Pearson (NP) classification paradigm has been developed to prioritize the designated type of error. However, current NP procedures are either for binary classification or do not provide high probability controls on the prioritized errors in multi-class classification. Here, we propose a hierarchical NP (H-NP) framework and an umbrella algorithm that generally adapts to popular classification methods and controls the under-classification errors with high probability. On an integrated collection of single-cell RNA-seq (scRNA-seq) datasets for 864 patients, we explore ways of featurization and demonstrate the efficacy of the H-NP algorithm in controlling the under-classification errors regardless of featurization. Beyond COVID-19 severity classification, the H-NP algorithm generally applies to multi-class classification problems, where classes have a priority order.