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首页> 外文期刊>Journal of visual communication & image representation >A novel semi-supervised canonical correlation analysis and extensions for multi-view dimensionality reduction
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A novel semi-supervised canonical correlation analysis and extensions for multi-view dimensionality reduction

机译:新颖的半监督规范相关分析和多视角降维扩展

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Canonical correlation analysis (CCA) is an efficient method for dimensionality reduction on two-view data. However, as an unsupervised learning method, CCA cannot utilize partly given label information in multi-view semi-supervised scenarios. In this paper, we propose a novel two-view semi-supervised learning method, called semi-supervised canonical correlation analysis based on label propagation (LPbSCCA). LPbSCCA incorporates a new sparse representation based label propagation algorithm to infer label information for unlabeled data. Specifically, it firstly constructs dictionaries consisting of all labeled samples; and then obtains reconstruction coefficients of unlabeled samples using sparse representation technique; at last, by combining given labels of labeled samples, estimates label information for unlabeled ones. After that, it constructs soft label matrices of all samples and probabilistic within-class scatter matrices in each view. Finally, in order to enhance discriminative power of features, it is formulated to maximize the correlations between samples of the same class from cross views, while minimizing within-class variations in the low-dimensional feature space of each view simultaneously. Furthermore, we also extend a general model called LPbSMCCA to handle data from multiple (more than two) views. Extensive experimental results from several well-known datasets demonstrate that the proposed methods can achieve better recognition performances and robustness than existing related methods.
机译:典型相关分析(CCA)是减少两视图数据降维的有效方法。但是,作为一种无监督学习方法,CCA无法在多视图半监督场景中利用部分给定的标签信息。在本文中,我们提出了一种新颖的两视图半监督学习方法,称为基于标签传播的半监督规范相关分析(LPbSCCA)。 LPbSCCA结合了新的基于稀疏表示的标签传播算法,以推断未标签数据的标签信息。具体而言,它首先构建由所有标记样本组成的字典;然后使用稀疏表示技术获得未标记样本的重构系数;最后,结合给定标签的标签样本,估计未标签样本的标签信息。之后,它将构造所有样本的软标签矩阵以及每个视图中的概率类内散布矩阵。最后,为了增强特征的判别力,制定了该方法,以最大程度地提高相同类别的样本之间的相关性,同时减少各个视图的低维特征空间中类别内的变化。此外,我们还扩展了一个称为LPbSMCCA的通用模型,以处理来自多个(两个以上)视图的数据。来自几个知名数据集的大量实验结果表明,与现有的相关方法相比,所提出的方法可以实现更好的识别性能和鲁棒性。

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