ReDiSC: A Reparameterized Masked Diffusion Model for Scalable Node Classification with Structured Predictions
Yule Li, Yifeng Lu, Zhen Wang, Zhewei Wei, Yaliang Li, Bolin Ding

TL;DR
ReDiSC introduces a reparameterized masked diffusion model that estimates joint node label distributions, enabling scalable and effective structured node classification in graphs, outperforming existing methods especially on large datasets.
Contribution
The paper proposes ReDiSC, a novel reparameterized diffusion model for structured node classification, with theoretical efficiency advantages and practical scalability over prior diffusion-based approaches.
Findings
ReDiSC achieves superior or competitive accuracy on various graph datasets.
It scales effectively to large graphs where previous methods struggle.
ReDiSC outperforms state-of-the-art GNNs, label propagation, and diffusion baselines.
Abstract
In recent years, graph neural networks (GNN) have achieved unprecedented successes in node classification tasks. Although GNNs inherently encode specific inductive biases (e.g., acting as low-pass or high-pass filters), most existing methods implicitly assume conditional independence among node labels in their optimization objectives. While this assumption is suitable for traditional classification tasks such as image recognition, it contradicts the intuitive observation that node labels in graphs remain correlated, even after conditioning on the graph structure. To make structured predictions for node labels, we propose ReDiSC, namely, Reparameterized masked Diffusion model for Structured node Classification. ReDiSC estimates the joint distribution of node labels using a reparameterized masked diffusion model, which is learned through the variational expectation-maximization (EM)…
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