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Affinity and Penalty Jointly Constrained Spectral Clustering With All-Compatibility Flexibility and Robustness

机译:具有所有兼容性灵活性和鲁棒性的亲和力和惩罚联合约束的谱聚类

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摘要

The existing, semisupervised, spectral clustering approaches have two major drawbacks, i.e., either they cannot cope with multiple categories of supervision or they sometimes exhibit unstable effectiveness. To address these issues, two normalized affinity and penalty jointly constrained spectral clustering frameworks as well as their corresponding algorithms, referred to as type-I affinity and penalty jointly constrained spectral clustering (TI-APJCSC) and type-II affinity and penalty jointly constrained spectral clustering (TII-APJCSC), respectively, are proposed in this paper. TI refers to type-I and TII to type-II. The significance of this paper is fourfold. First, benefiting from the distinctive affinity and penalty jointly constrained strategies, both TI-APJCSC and TII-APJCSC are substantially more effective than the existing methods. Second, both TI-APJCSC and TII-APJCSC are fully compatible with the three well-known categories of supervision, i.e., class labels, pairwise constraints, and grouping information. Third, owing to the delicate framework normalization, both TI-APJCSC and TII-APJCSC are quite flexible. With a simple tradeoff factor varying in the small fixed interval (0, 1], they can self-adapt to any semisupervised scenario. Finally, both TI-APJCSC and TII-APJCSC demonstrate strong robustness, not only to the number of pairwise constraints but also to the parameter for affinity measurement. As such, the novel TI-APJCSC and TII-APJCSC algorithms are very practical for medium- and small-scale semisupervised data sets. The experimental studies thoroughly evaluated and demonstrated these advantages on both synthetic and real-life semisupervised data sets.
机译:现有的半监督频谱聚类方法有两个主要缺点,即要么无法应对多种监督,要么有时表现出不稳定的效果。为了解决这些问题,两个标准化的亲和力和惩罚联合约束谱聚类框架及其相应的算法,分别称为I型亲和力和惩罚联合约束谱聚类(TI-APJCSC)和II型亲和力和惩罚联合约束谱本文分别提出了聚类(TII-APJCSC)。 TI指I型,TII指II型。本文的意义有四个方面。首先,得益于独特的亲和力和惩罚联合约束策略,TI-APJCSC和TII-APJCSC都比现有方法有效得多。其次,TI-APJCSC和TII-APJCSC都与三个众所周知的监管类别(即类别标签,成对约束和分组信息)完全兼容。第三,由于精致的框架标准化,TI-APJCSC和TII-APJCSC都非常灵活。通过简单的权衡因子在较小的固定间隔(0,1)中变化,它们可以自适应于任何半监督的情况。最后,TI-APJCSC和TII-APJCSC都表现出强大的鲁棒性,不仅对成对约束,而且对成对约束也很强。因此,新颖的TI-APJCSC和TII-APJCSC算法对于中小型半监督数据集非常实用,实验研究充分评估并证明了这些优点在合成和实际生命半监督数据集。

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