Aug 2026· Proceedings of the 32nd ACM SIGKDD Conference on Knowledge Discovery and Data Mining V.2· pp. 5069-5080· 0 citations· 12 references
Abstract
Graph Neural Networks (GNNs) have exhibited extraordinary performance in data mining. The success depends on the message passing mechanism, which is consistent with the homophily assumption that adjacent nodes share similar behaviors. However, the connected nodes in real-world graphs often show dissimilar behaviors, which is presented as the heterophily problem. A series of works proposed various models to solve the heterophily problem. They usually assume that the neighborhood distribution of nodes with the same class tends to be similar, while distinguishable from nodes of different classes. However, our experiments discovered that many nodes belonging to different classes share the same neighbor distribution in the mainstream datasets. The performance of GNN also degrades in these conflicting nodes. To detect the conflicting nodes and improve their prediction accuracy, we propose the Conflicting Node Discrimination GNN (CNDGNN). It firstly detects the possible conflicting nodes with the same neighbor distribution according to the selected high-quality pseudo-label. Then it estimates the class type of conflicting nodes with the same neighbor distribution through nodes' high-order neighbor distributions and original features, and the aggregation weights are learned to assign positive weights for nodes of the same class type and negative weights for nodes of different classes. The theoretical analysis proves that CNDGNN performs better than GCN in the conflicting nodes and explores the key design view when solving the conflicting node problem. The experiments demonstrate the effectiveness of our method in the mainstream datasets and verify that our method performs better in conflicting nodes.
This work uses a recently introduced neuro-symbolic framework, to embed a standard GNN into a Relational Bayesian Network (RBN), enabling maximum a-posteriori (MAP) inference that jointly optimises node labels to match the observed local homophily structure of a graph.
Raffaele Pojer, Andrea Passerini, Kim G. Larsen et al.· 0 citations
This work proposes HAAM, an adaptive node classification approach for multiplex graphs that models per-dimension degrees of homophily and heterophily through dimension-specific compatibility matrices, and shows that HAAM achieves competitive performance compared to representative baseline methods.
K. Abdous, Nairouz Mrabah, M. Bouguessa· 0 citations
Extensive experiments ensure that FHGE consistently outperforms state-of-the-art baselines and demonstrate the power of fuzzy-driven learning in improving graph embedding quality and establish FHGE as a promising solution for real-world link prediction tasks.
It is demonstrated that the information needed to classify heterophilic nodes correctly is often recoverable by retraining the classification head of a model, or even just the final linear classification layer.
Preben M. Ness, Fariz Ikhwantri, D. Marijan· 0 citations
This work provides theoretical guarantees for the selective blocking rule by deriving the signed-versus-blocked decision boundary, separating signed-matrix effects from nonnegative block-operator spectral arguments, and showing when adaptive blocking preserves class-dependent components.
Jiho Choi, Yumin Lee, Chanran Kim et al.· ACM Transactions on Intellig...· 0 citations
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