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Deep Multi-View Learning Using Neuron-Wise Correlation-Maximizing Regularizers
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DOI：10.1109/TIP.2019.2912356.png)
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Abstract
En 中文
Many machine learning problems are concerned with discovering or associating common patterns in data of multiple views or modalities. Multi-view learning is one of the methods to achieve such goals. Recent methods propose deep multi-view networks via adaptation of generic deep neural networks (DNNs), which concatenate features of individual views at intermediate network layers (i.e., fusion layers). In this paper, we study the problem of multi-view learning in such end-to-end networks. We take a regularization approach via multi-view learning criteria, and propose a novel, effective, and efficient neuron-wise correlation-maximizing regularizer. We implement our proposed regularizers collectively as a correlation-regularized network layer (CorrReg). CorrReg can he applied to either fully-connected or convolutional fusion layers, simply by replacing them with their CorrReg counterparts. By partitioning neurons of a hidden layer in generic DNNs into multiple subsets, we also consider a multi-view feature learning perspective of generic DNNs. Such a perspective enables us to study deep multi-view learning in the context of regularized network training, for which we present control experiments of benchmark image classification to show the efficacy of our proposed CorrReg. To investigate how CorrReg is useful for practical multi-view learning problems, we conduct experiments of RCB-D object/scene recognition and multi-view-based 3D object recognition, using networks with fusion layers that concatenate intermediate features of individual modalities or views for subsequent classification. Applying CorrReg to fusion layers of these networks consistently improves classification performance. In particular, we achieve the new state of the art on the benchmark RGB-D object and RGB-D scene datasets. We make the implementation of CorrReg publicly available.
Keywords:
Multi-view learning
deep learning
regularization
normalization
canonical correlation analysis
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