Modeling Edge-Specific Node Features through Co-Representation Neural Hypergraph Diffusion
Yijia Zheng, Marcel Worring

TL;DR
This paper introduces CoNHD, a novel hypergraph neural network that models edge-specific node features for edge-dependent node classification, overcoming limitations of previous methods and addressing oversmoothing.
Contribution
CoNHD reformulates hypergraph interactions as a diffusion process over co-representations, enabling edge-specific feature modeling and improved ENC performance.
Findings
Achieves state-of-the-art results on ENC benchmarks.
Effectively models edge-specific features without oversmoothing.
Demonstrates robustness across multiple downstream tasks.
Abstract
Hypergraphs are widely being employed to represent complex higher-order relations in real-world applications. Most existing research on hypergraph learning focuses on node-level or edge-level tasks. A practically relevant and more challenging task, edge-dependent node classification (ENC), is still under-explored. In ENC, a node can have different labels across different hyperedges, which requires the modeling of node features unique to each hyperedge. The state-of-the-art ENC solution, WHATsNet, only outputs single node and edge representations, leading to the limitations of \textbf{entangled edge-specific features} and \textbf{non-adaptive representation sizes} when applied to ENC. Additionally, WHATsNet suffers from the common \textbf{oversmoothing issue} in most HGNNs. To address these limitations, we propose \textbf{CoNHD}, a novel HGNN architecture specifically designed to model…
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Taxonomy
TopicsNeural Networks and Applications
MethodsDiffusion
