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用于非精确图匹配的改进注意图卷积网络
引用本文:李昌华,刘艺,李智杰.用于非精确图匹配的改进注意图卷积网络[J].小型微型计算机系统,2021(1):41-45.
作者姓名:李昌华  刘艺  李智杰
作者单位:西安建筑科技大学信息与控制工程学院
基金项目:国家自然科学基金项目(61373112,51878536)资助;陕西省自然科学基金项目(2020JQ-687)资助。
摘    要:将传统图卷积网络模型应用于非精确图匹配时,在卷积步骤早期易存在节点特性以及节点之间拓扑特征的损失,从而影响导致匹配性能.针对这一问题,提出了改进注意图卷积网络模型.使用相对较少的参数以端到端的方式学习分层表示,利用自注意机制来区分应该丢弃或保留的节点.首先利用注意图卷积网络来自动学习不同跳上邻域的重要程度;其次,加入自注意池化层,从矩阵图嵌入的各个方面概括图表示;最后,在多个标准图数据集中进行训练和测试.实验结果表明,相较于目前最先进的图核和其他深度学习算法,该方法在标准图数据集上实现了更优的图分类性能.

关 键 词:节点邻域  图形拓扑  图匹配  自注意图卷积网络  自注意图池化

Improved Attention Graph Convolutional Network Model for Inexact Graph Matching
LI Chang-hua,LIU Yi,LI Zhi-jie.Improved Attention Graph Convolutional Network Model for Inexact Graph Matching[J].Mini-micro Systems,2021(1):41-45.
Authors:LI Chang-hua  LIU Yi  LI Zhi-jie
Affiliation:(College of Information and Control Engineering,Xi'an University of Architecture and Technology,Xi'an 710055,China)
Abstract:When the traditional graph convolutional netw ork model is applied to inexact graph matching,the node characteristics and the loss of topological characteristics betw een nodes are prone to exist in the early stage of the convolution step,thereby affecting the matching performance.To solve this problem,an improved attention graph convolution netw ork model is proposed.Relatively few parameters are used to learn the hierarchical representation in an end-to-end manner,and a self-attention mechanism is used to distinguish nodes that should be discarded or retained.First,the attention graph convolution netw ork is used to automatically learn the importance of different hops on the neighborhood.Second,the self-attention pooling layer is added to summarize the graph representation from all aspects of the matrix graph embedding.Finally,training and testing are performed on multiple standard graph data sets.Experimental results show that this method achieves better graph classification performance on the standard graph data set than the most advanced graph kernel and other deep learning algorithms.
Keywords:node neighborhood  graph topology  graph matching  attention graph convolutional network  self-attention graph pooling
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