G-HIN2Vec: Distributed heterogeneous graph representations for cardholder transactions

IF 0.4 Q4 COMPUTER SCIENCE, INFORMATION SYSTEMS Applied Computing Review Pub Date : 2023-03-27 DOI:10.1145/3555776.3577740
Farouk Damoun, H. Seba, Jean Hilger, R. State
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Abstract

Graph related tasks, such as graph classification and clustering, have been substantially improved with the advent of graph neural networks (GNNs). However, existing graph embedding models focus on homogeneous graphs that ignore the heterogeneity of the graphs. Therefore, using homogeneous graph embedding models on heterogeneous graphs discards the rich semantics of graphs and achieves average performance, especially by utilizing unlabeled information. However, limited work has been done on whole heterogeneous graph embedding as a supervised task. In light of this, we investigate unsupervised distributed representations learning on heterogeneous graphs and propose a novel model named G-HIN2Vec, Graph-Level Heterogeneous Information Network to Vector. Inspired by recent advances of unsupervised learning in natural language processing, G-HIN2Vec utilizes negative sampling technique as an unlabeled approach and learns graph embedding matrix from different pre-defined meta-paths. We conduct a variety of experiments on three main graph downstream applications on different socio-demographic cardholder features, graph regression, graph clustering, and graph classification, such as gender classification, age, and income prediction, which shows superior performance of our proposed GNN model on real-world financial credit card data.
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G-HIN2Vec:持卡人交易的分布式异构图形表示
随着图神经网络(gnn)的出现,与图相关的任务,如图分类和聚类,已经得到了很大的改进。然而,现有的图嵌入模型侧重于同构图,忽略了图的异质性。因此,在异构图上使用同构图嵌入模型抛弃了图的丰富语义,实现了平均性能,特别是利用了未标记的信息。然而,将全异构图嵌入作为一种监督任务进行研究的工作有限。鉴于此,我们研究了异构图上的无监督分布式表示学习,并提出了一种新的模型G-HIN2Vec(图级异构信息网络到向量)。受自然语言处理中无监督学习的最新进展的启发,G-HIN2Vec利用负采样技术作为一种无标记方法,从不同的预定义元路径中学习图嵌入矩阵。我们针对不同社会人口持卡人特征、图回归、图聚类和图分类(如性别分类、年龄和收入预测)三种主要的图下游应用进行了各种实验,结果表明我们提出的GNN模型在真实金融信用卡数据上具有优越的性能。
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来源期刊
Applied Computing Review
Applied Computing Review COMPUTER SCIENCE, INFORMATION SYSTEMS-
自引率
40.00%
发文量
8
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