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ROC curves for regression

机译:ROC曲线回归

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摘要

Receiver Operating Characteristic (ROC) analysis is one of the most popular tools for the visual assessment and understanding of classifier performance. In this paper we present a new representation of regression models in the so-called regression ROC (RROC) space. The basic idea is to represent over-estimation against under-estimation. The curves are just drawn by adjusting a shift, a constant that is added (or subtracted) to the predictions, and plays a similar role as a threshold in classification. From here, we develop the notions of optimal operating condition, convexity, dominance, and explore several evaluation metrics that can be shown graphically, such as the area over the RROC curve (AOC). In particular, we show a novel and significant result: the AOC is equivalent to the error variance. We illustrate the application of RROC curves to resource estimation, namely the estimation of software project effort.
机译:接收器运行特征(ROC)分析是用于视觉评估和理解分类器性能的最受欢迎的工具之一。在本文中,我们提出了所谓回归ROC(RROC)空间中回归模型的新表示形式。基本思想是代表高估与低估。只需通过调整平移即可绘制曲线,平移是对预测值添加(或减去)的常数,并且在分类中起着阈值的作用。从这里开始,我们提出了最佳工作条件,凸度,支配性的概念,并探索了一些可以图形化显示的评估指标,例如RROC曲线(AOC)上的面积。特别是,我们展示了一个新颖而有意义的结果:AOC等于误差方差。我们说明了RROC曲线在资源估计中的应用,即软件项目工作量的估计。

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