Towards an Internal Evaluation Measure for Arbitrarily Oriented Subspace Clustering

Daniyal Kazempour, Peer Kröger, T. Seidl
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Abstract

In the setting of unsupervised machine learning, especially in clustering tasks, the evaluation of either novel algorithms or the assessment of a clustering of novel data is challenging. While mostly in the literature the evaluation of new methods is performed on labelled data, there are cases where no labels are at our disposal. In other cases we may not want to trust the “ground truth” labels. In general there exists a spectrum of so called internal evaluation measures in the literature. Each of the measures is mostly specialized towards a specific clustering model. The model of arbitrarily oriented subspace clusters is a more recent one. To the best of our knowledge there exist at the current time no internal evaluation measures tailored at assessing this particular type of clusterings. In this work we present the first internal quality measures for arbitrarily oriented subspace clusterings namely the normalized projected energy (NPE) and subspace compactness score (SCS). The results from the experiments show that especially NPE is capable of assessing clusterings by considering archetypical properties of arbitrarily oriented subspace clustering.
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一种任意方向子空间聚类的内部评价方法
在无监督机器学习的环境中,特别是在聚类任务中,对新算法的评估或对新数据聚类的评估是具有挑战性的。虽然在大多数文献中,新方法的评估是在标记的数据上进行的,但在某些情况下,我们没有标签。在其他情况下,我们可能不想相信“基本事实”的标签。一般来说,在文献中存在一系列所谓的内部评估措施。每个度量主要针对特定的聚类模型。任意定向子空间簇的模型是一个较新的模型。据我们所知,目前还没有专门用于评估这种特定类型群集的内部评估措施。在这项工作中,我们提出了任意方向子空间聚类的第一个内部质量度量,即归一化投影能量(NPE)和子空间紧度分数(SCS)。实验结果表明,特别是NPE能够通过考虑任意方向子空间聚类的原型特性来评估聚类。
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