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Classifier performance model for the many-class case

机译:多级案例的分类器性能模型

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摘要

A model is presented for predicting classification performance for systems having a large population of classes. The cases of large and small training set size for each class are treated separately. A method is proposed for measuring classification performance as the mean ranking statistic ρ{sub}E which is derived from the average information content h{sub}E of the system feature vector, which is in turn derived from the system covariance matrices (Σ{sub}W, Σ{sub}B). This method for predicting ρ{sub}E is applied to the large training set case (case 1), explaining why performance is not compromised but improved by adding noisy features. The method is extended for predicting performance in the more difficult small training set case (case 2), explaining why performance may be compromised by the addition of noisy features in that situation.
机译:提出了一种模型,用于预测具有大群类的系统的分类性能。每个班级的大型和小型训练设定尺寸的情况分别处理。提出了一种用于测量分类性能的方法,作为均从系统特征向量的平均信息内容H {Sub} E导出的均值排名统计ρ{Sub} e。否从系统协方差矩阵导出(Σ{子} W,Σ{sub} b)。这种用于预测ρ{sub} E的方法被应用于大型训练集案例(案例1),解释为什么性能不会受到损害而是通过添加噪声特征来改进。该方法被扩展以预测更困难的小型训练集案例(案例2),解释为什么在这种情况下通过添加噪声特征来损害性能。

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