CVNov 29, 2018

Global Second-order Pooling Convolutional Networks

arXiv:1811.12006v2404 citations
Originality Highly original
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This work addresses a key limitation in improving non-linear representations for vision tasks, offering a novel architectural enhancement that could benefit researchers and practitioners in computer vision.

The paper tackles the problem of enhancing non-linear modeling capability in deep convolutional networks by introducing Global Second-order Pooling (GSoP) across all layers, rather than just at the end, and shows that this approach outperforms existing methods on the ImageNet-1K dataset, achieving state-of-the-art results.

Deep Convolutional Networks (ConvNets) are fundamental to, besides large-scale visual recognition, a lot of vision tasks. As the primary goal of the ConvNets is to characterize complex boundaries of thousands of classes in a high-dimensional space, it is critical to learn higher-order representations for enhancing non-linear modeling capability. Recently, Global Second-order Pooling (GSoP), plugged at the end of networks, has attracted increasing attentions, achieving much better performance than classical, first-order networks in a variety of vision tasks. However, how to effectively introduce higher-order representation in earlier layers for improving non-linear capability of ConvNets is still an open problem. In this paper, we propose a novel network model introducing GSoP across from lower to higher layers for exploiting holistic image information throughout a network. Given an input 3D tensor outputted by some previous convolutional layer, we perform GSoP to obtain a covariance matrix which, after nonlinear transformation, is used for tensor scaling along channel dimension. Similarly, we can perform GSoP along spatial dimension for tensor scaling as well. In this way, we can make full use of the second-order statistics of the holistic image throughout a network. The proposed networks are thoroughly evaluated on large-scale ImageNet-1K, and experiments have shown that they outperformed non-trivially the counterparts while achieving state-of-the-art results.

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