Federated Graph Semantic and Structural Learning
Wenke Huang, Guancheng Wan, Mang Ye, Bo Du
TL;DR
This work tackles non-IID challenges in federated graph learning by decoupling heterogeneity into node-level semantics and graph-level structure. It introduces FGSSL, comprising Federated Node Semantic Contrast (FNSC) to align local node representations with global class-consistent signals, and Federated Graph Structure Distillation (FGSD) to distill global neighborhood similarity into the local models, preserving structural information while maintaining discriminability. The approach shows consistent improvements over strong federated baselines on three graph benchmarks, with ablations confirming the value of both components. By leveraging the global model for calibration during local updates, FGSSL achieves better generalization without added communication rounds, offering a practical path for robust federated graph learning in heterogeneous environments.
Abstract
Federated graph learning collaboratively learns a global graph neural network with distributed graphs, where the non-independent and identically distributed property is one of the major challenges. Most relative arts focus on traditional distributed tasks like images and voices, incapable of graph structures. This paper firstly reveals that local client distortion is brought by both node-level semantics and graph-level structure. First, for node-level semantics, we find that contrasting nodes from distinct classes is beneficial to provide a well-performing discrimination. We pull the local node towards the global node of the same class and push it away from the global node of different classes. Second, we postulate that a well-structural graph neural network possesses similarity for neighbors due to the inherent adjacency relationships. However, aligning each node with adjacent nodes hinders discrimination due to the potential class inconsistency. We transform the adjacency relationships into the similarity distribution and leverage the global model to distill the relation knowledge into the local model, which preserves the structural information and discriminability of the local model. Empirical results on three graph datasets manifest the superiority of the proposed method over its counterparts.
