Rethinking the Feature Iteration Process of Graph Convolution Networks

Bisheng Tang, Xiaojun Chen, Dakui Wang, Zhendong Zhao
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Abstract

Node classification is a fundamental research problem in graph neural networks(GNNs), which uses node's feature and label to capture node embedding in a low dimension. The existing graph node classification approaches mainly focus on GNNs from global and local perspectives. The relevant research is relatively insufficient for the micro perspective, which refers to the feature itself. In this paper, we prove that deeper GCNs' features will be updated with the same coefficient in the same dimension, limiting deeper GCNs' expression. To overcome the limits of the deeper GCN model, we propose a zero feature (k-ZF) method to train GCNs. Specifically, k-ZF randomly sets the initial k feature value to zero, acting as a data rectifier and augmenter, and is also a skill equipped with GCNs models and other GCNs skills. Extensive experiments based on three public datasets show that k-ZF significantly improves GCNs in the feature aspect and achieves competitive accuracy.
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图卷积网络特征迭代过程的再思考
节点分类是图神经网络(gnn)的一个基础研究问题,它利用节点的特征和标签来捕获低维节点嵌入。现有的图节点分类方法主要从全局和局部两个角度对gnn进行分类。微观视角是指特征本身,相关研究相对不足。在本文中,我们证明了更深的GCNs的特征将在相同的维度上使用相同的系数进行更新,从而限制了更深的GCNs的表达。为了克服深层GCN模型的局限性,我们提出了一种零特征(k-ZF)方法来训练GCN。具体来说,k- zf将初始k个特征值随机设置为零,起到数据整流器和增强器的作用,也是一种具备GCNs模型和其他GCNs技能的技能。基于三个公开数据集的大量实验表明,k-ZF在特征方面显著改善了GCNs,达到了相当的准确率。
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