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Dynamic auto-weighted multi-view co-clustering

机译:动态自动加权多视图共簇

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摘要

To exploit the complementary information of multi-view data, many weighted multi-view clustering methods have been proposed and have demonstrated impressive performance. However, most of these methods learn the view weights by introducing additional parameters, which can not be easily obtained in practice. Moreover, they all simply apply the learned weights on the original feature representation of each view, which may deteriorate the clustering performance in the case of high-dimensional data with redundancy and noise. In this paper, we extend information bottleneck co-clustering into a multi-view framework and propose a novel dynamic auto-weighted multi-view co-clustering algorithm to learn a group of weights for views with no need for extra weight parameters. By defining the new concept of the discrimination-compression rate, we quantify the importance of each view by evaluating the discriminativeness of the compact features (i.e., feature-wise clusters) of the views. Unlike existing weighted methods that impose weights on the original feature representations of multiple views, we apply the learned weights on the discriminative ones, which can reduce the negative impact of noisy features in high-dimensional data. To solve the optimization problem, a new two-step sequential method is designed. Experimental results on several datasets show the advantages of the proposed algorithm. To our knowledge, this is the first work incorporating weighting scheme into multi-view co-clustering framework. (C) 2019 Elsevier Ltd. All rights reserved.
机译:为了利用多视图数据的互补信息,已经提出了许多加权的多视图聚类方法,并表现出令人印象深刻的性能。然而,大多数这些方法通过引入附加参数来学习视图权重,这不能在实践中不容易获得。此外,它们全部只应用于每个视图的原始特征表示的学习权重,这可能在具有冗余和噪声的高维数据的情况下恶化聚类性能。在本文中,我们将信息瓶颈共聚类扩展到多视图框架中,并提出了一种新颖的动态自动加权多视图共聚类算法,用于了解一组重量,以便无需额外的重量参数。通过定义辨别 - 压缩率的新概念,我们通过评估视图的紧凑特征(即,特征 - 明智集群)的判别来量化每个视图的重要性。与现有的加权方法不同,它对多视图的原始特征表示上的权重施加权重,我们将学习权重应用于鉴别的识别物中,这可以减少噪声特征在高维数据中的负面影响。为了解决优化问题,设计了一种新的两步顺序方法。若干数据集上的实验结果显示了所提出的算法的优点。为了我们的知识,这是将加权方案的第一项工作结合到多视图共聚类框架中。 (c)2019年elestvier有限公司保留所有权利。

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