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Graph Saliency Network: Using Graph Convolution Network on Saliency Detection

机译:图形显着网络:使用图形卷积网络显着性检测

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Saliency detection is to detect the unique region of an image that may attract human attention. It is widely used in image/video segmentation, image enhancement, and image compression. Conventionally, saliency detection problem was solved by graph-based method cooperate with low-level features and heuristic rules. Recently, the convolutional neural networks (CNNs) based methods have been thrived in computer vision area and graph convolutional networks (GCNs), which are extended from the CNN, have been used in many graph data representations and also shown promising result in node classification problem. We proposed a novel saliency detection neural network model called the Graph Saliency Network (GSN), which use the Graph Convolutional Network as main architecture and the Jumping Knowledge Network as our backbone. For the graph creation, the Region Adjacency Graph is adopted as the image-graph transformation in the proposed architecture to propagate information through edges from the spatial boundary. We also revisit several graph-based saliency detection methods for our node feature representation. The propagation model of the GSN maintain the spatial relation of the CNN with a more flexible way and has less parameters to be optimized than the CNN from the advantage of information compression in superpixel and graph. Simulations showed that, using the proposed GCN- based model together with low-level features and heuristic rules, a saliency detection result with very less mean absolute error (MAE) can be achieved.
机译:显着性检测是检测可能吸引人类注意的图像的独特区域。它广泛用于图像/视频分割,图像增强和图像压缩。传统上,通过基于图形的方法解决了显着性检测问题,具有低级别特征和启发式规则。最近,基于卷积神经网络(CNNS)的方法已经在计算机视觉区域中繁殖,并且从CNN扩展的图表卷积网络(GCNS)已被用于许多图数据表示中,并且还在节点分类问题中显示了有希望的结果。我们提出了一种称为图形显着网络(GSN)的神经网络模型,它使用图形卷积网络作为主要架构和跳跃知识网络作为我们的骨干。对于图形创建,采用区域邻接图作为所提出的体系结构中的图像图形转换,以通过空间边界的边缘传播信息。我们还为我们的节点特征表示重新审视了几种基于图形的显着性检测方法。 GSN的传播模型以更灵活的方式维持CNN的空间关系,并且与来自Superpixel和图表中的信息压缩的优点来优化的参数优于CNN。模拟表明,使用所提出的基于GCN的模型与低级特征和启发式规则,可以实现具有非常不太平均误差(MAE)的显着性检测结果。

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