Investigating Hypernode Classification of Social Collective Behavior Based on High Order Graph Neural Networks
摘要
Investigating latent interactions beyond direct connections is critical in complex networks. Traditional graph structures often fail to capture complex relationships, especially in high-order interactions. To address this issue, we enhance hypergraph learning capabilities by treating nodes as self-hyperedges and propose the Self-Hypergraph Graph Isomorphism Network (SHGIN) model by extending the Graph Isomorphism Network to the hypergraph. Extensive experiments on real-world cooperative networks have been conducted to demonstrate the effectiveness of SHGIN. The results indicate that our model displays superior classification accuracy compared to traditional graph neural networks in Semi-supervised learning (SSL). Furthermore, it surpasses existing hypergraph neural network models in certain datasets, highlighting its effectiveness in capturing high-orders relationships in complex networks.