Multi-view clustering has been applied in many real-world applications where original data often contain noises. Some graph-based multi-view clustering methods have been proposed to try to reduce the negative influence of noises. However, previous graph-based multi-view clustering methods treat all features equally even if there are redundant features or noises, which is obviously unreasonable. In this paper, we propose a novel multi-view clustering framework Double Self-weighted Multi-view Clustering (DSMC) to overcome the aforementioned deficiency. DSMC performs double self-weighted operations to remove redundant features and noises from each graph, thereby obtaining robust graphs. For the first self-weighted operation, it assigns different weights to different features by introducing an adaptive weight matrix, which can reinforce the role of the important features in the joint representation and make each graph robust. For the second self-weighting operation, it weights different graphs by imposing an adaptive weight factor, which can assign larger weights to more robust graphs. Furthermore, by designing an adaptive multiple graphs fusion, we can fuse the features in the different graphs to integrate these graphs for clustering. Experiments on six real-world datasets demonstrate its advantages over other state-of-the-art multi-view clustering methods.
翻译:在最初数据往往含有噪音的许多现实应用中,应用了多视角集群。提出了一些基于图形的多视角集群方法,以试图减少噪音的消极影响。然而,以往的基于图形的多视角集群方法对所有特征一视同仁,即使有多余的特征或噪音,这显然不合理。在本文中,我们提出一个新的多视角集群框架,即双自加权多视角组合(DSSMC),以克服上述缺陷。DSMC进行双重的自加权操作,以从每个图表中去除冗余的特征和噪音,从而获得稳健的图表。对于第一个自加权操作,它通过引入适应性加权矩阵,对不同的特征分配不同的加权,这可以强化联合代表中重要特征的作用,并使每个图形都变得稳健。对于第二个自加权操作,我们建议通过设定一个适应性加权系数来加权不同的图表,可以给更坚固的图表分配更大的重量。此外,通过设计一个适应性多重组合图,我们可以将不同图表中的特征结合到不同的图表中,将这些特征整合到不同的图形中,从而引入一个适应性重的重度矩阵组合。在六个现实世界中,实验了其他数据群集的优势。