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Detecting Covariate Shift with Black Box Predictors

机译:使用黑匣子预测器检测协变量偏移

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Many Machine Learning algorithms aiming at classifying signals/images $X$ among a number of discrete labels $Y$ involve training instances, from which the predictor $P_{Yert X}$ is extracted according to the data distribution $P_{Xert Y}$. This predictor is later used to predict the appropriate label for other instances of $X$ that are hence assumed to be drawn from the same distribution. This is a fundamental requirement for many realworld applications, therefore it is of great importance to monitor the reliability of the classification provided by the algorithm based on the learned distributions, when the test set statistics differ from the training set ones. This paper makes a step in that direction by proposing a Black Box Shift Detector of the data evolution (covariate shift). ‘Black Box’ here means that it does not require any knowledge of the predictor's architecture. Experiments demonstrate accurate detection on different high-dimensional datasets of natural images.
机译:许多旨在对信号/图像进行分类的机器学习算法 $ X $ 在许多离散标签中 $ Y $ 涉及训练实例,从中可以预测 $ P_ {Y \ vert X } $ 根据数据分布提取 $ P_ {X \ vert Y } $ 。以后使用此预测变量来预测其他实例的适当标签 $ X $ 因此,假定它们是从相同的分布中得出的。这是许多现实应用的基本要求,因此,当测试集统计信息与训练集统计信息不同时,监视基于学习分布的算法提供的分类的可靠性非常重要。本文提出了数据发展(协变量移位)的黑匣子移位检测器,朝着这个方向迈出了一步。这里的“黑匣子”意味着它不需要任何关于预测变量体系结构的知识。实验表明,可以对自然图像的不同高维数据集进行精确检测。

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