RIDEN: Neural-based Uniform Density Histogram for Distribution Shift Detection

Kei Yonekawa, Kazuhiro Saito, Mori Kurokawa
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Abstract

It is required to detect distribution shift in order to prevent a machine learning model from performance degradation, and human-mediated data analysis from erroneous conclusions. For the purpose of comparing between unknown distributions of high-dimensional data, histograms are suitable density estimators due to its computational efficiency. It is important for histograms for distribution shift detection to have uniform density, which has been demonstrated in existing tree-based or cluster-based histograms. However, existing histograms do not consider generalization capability to out-of-sample data, resulting in degraded detection performance at test time. In this paper, we propose a neural-based histogram for distribution shift detection, which generalizes well to out-of-sample data. The bins of histogram are determined by a model trained to discriminate between a handful reference instances, which reflects their underlying distribution. Due to the batch-wise maximum entropy regularizer calculated from a bootstrap sample, the bins as a subset of the feature space partitioned by the decision boundaries of the model generalize, and thus the histogram keeps its density uniform for out-of-sample data. We evaluate our method on distribution shift detection task using multi-domain real-world datasets. The results show that our method outperforms state-of-the-art histogram-based methods.
基于神经的均匀密度直方图分布偏移检测
它需要检测分布变化,以防止机器学习模型性能下降,并防止人为介导的数据分析得出错误的结论。为了比较高维数据的未知分布,直方图由于其计算效率是合适的密度估计。对于分布位移检测的直方图来说,具有均匀的密度是很重要的,这已经在现有的基于树或基于簇的直方图中得到了证明。然而,现有的直方图没有考虑对样本外数据的泛化能力,导致测试时的检测性能下降。在本文中,我们提出了一种基于神经直方图的分布位移检测,它可以很好地推广到样本外数据。直方图的箱子是由一个模型来决定的,这个模型被训练来区分少数参考实例,这反映了它们的潜在分布。由于从自举样本计算的批量最大熵正则化器,bin作为由模型的决策边界划分的特征空间的子集进行泛化,因此直方图对于样本外数据保持其密度均匀。我们使用多域真实数据集来评估我们的方法在分布偏移检测任务上的性能。结果表明,我们的方法优于最先进的基于直方图的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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