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Integrating distance metric learning and cluster-level constraints in semi-supervised clustering

机译:在半监督聚类中集成距离度量学习和聚类级别约束

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Semi-supervised clustering has been widely explored in the last years. In this paper, we present HCAC-ML (Hierarchical Confidence-based Active Clustering with Metric Learning), an innovative approach for this task which employs distance metric learning through cluster-level constraints. HCAC-ML is based on the HCAC algorithm, an state-of-the-art algorithm for hierarchical semi-supervised clustering that uses an active learning approach for inserting cluster-level constraints. These constraints are presented to a variation of ITML (Information-theoretic Metric Learning) algorithm to learn a Mahalanobis-like distance function. We compared HCAC-ML with other semi-supervised clustering algorithms in 26 different datasets. Results indicate that HCAC-ML outperforms other algorithms in most of the scenarios, but specially when the number of constraints is small. This makes HCAC-ML useful in practical applications.
机译:半监督聚类在过去几年中得到了广泛探索。在本文中,我们呈现HCAC-ML(具有度量学习的分层基于置信群体),这是一种通过群集级约束采用距离度量学习的创新方法。 HCAC-ML基于HCAC算法,用于分层半监督群集的最先进的算法,其使用用于插入群集级约束的主动学习方法。这些约束呈现给ITML(信息理论度量学习)算法的变化,用于学习Mahalanobis样距离功能。我们将HCAC-ML与26个不同的数据集中的其他半监督聚类算法进行比较。结果表明,HCAC-ML在大多数场景中优于其他算法,但是当约束的数量小时,特别是。这使得HCAC-ML在实际应用中有用。

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