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FedSSP: Federated Graph Learning with Spectral Knowledge and Personalized Preference
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Proposes FedSSP, a personalized federated graph learning framework for graph classification under cross-domain structural shift, sharing spectral encoders (GSKS) and adding learnable client-specific preference adjustments with a feature-mean alignment regularizer (PGPA).
Problem
Personalized federated graph learning suffers from structural heterogeneity across domains: sharing non-generic structural knowledge causes knowledge conflict, and a single aggregated GNN fails to match each client's preferred message-passing scheme.
Approach
Share only spectral encoders (eigenvalue and filter encoders) that carry domain-generic knowledge while keeping the attention/decoder local, and add a learnable per-client preference vector to graph features regularized by MSE toward the global mean graph feature.
Key results
- FedSSP reaches 79.62% accuracy on the single-domain SM setting, versus 78.63% for the strongest baseline FedStar.
- On the SM-CV double-domain setting FedSSP reaches 84.29%, versus 82.60% for FGSSL.
- Ablation on SM shows GSKS alone gives 77.83% and PGPA alone 74.59%, versus 74.12% for the FedAvg-style baseline and 79.62% for the full model.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use FedSSP instead of the strongest baseline | Federated graph classification · SM, SM-BIO, SM-CV, BIO-SN-CV, SM-SN-CV; compared with SM-BIO-SN | accuracy: 79.62 ± 2.23 vs 78.63 ± 2.11; 73.66 ± 2.34 vs 72.71 ± 1.22; 84.29 ± 0.68 vs 82.60 ± 0.48; 72.37 ± 2.18 vs 72.60 ± 2.45; | Mixed |
| Add GSKS to the FedSSP model without GSKS or PGPA (ablation) | FedSSP · SM | accuracy: 74.12 -> 77.83 | Helped |
| Add GSKS to the FedSSP model without GSKS or PGPA (ablation) | FedSSP · SM-CV | accuracy: 81.21 -> 82.78 | Helped |
| Add GSKS to the FedSSP model without GSKS or PGPA (ablation) | FedSSP · SM-SN-CV | accuracy: 75.33 -> 78.54 | Helped |
| Add PGPA to the FedSSP model without GSKS or PGPA (ablation) | FedSSP · SM | accuracy: 74.12 -> 74.59 | No clear effect |
| Add PGPA to the FedSSP model without GSKS or PGPA (ablation) | FedSSP · SM-CV | accuracy: 81.21 -> 81.33 | No clear effect |
| Add PGPA to the FedSSP model without GSKS or PGPA (ablation) | FedSSP · SM-SN-CV | accuracy: 75.33 -> 76.12 | Helped |
| Add PGPA to GSKS (ablation) | FedSSP · SM | accuracy: 77.83 -> 79.62 | Helped |
| Add PGPA to GSKS (ablation) | FedSSP · SM-CV | accuracy: 82.78 -> 84.29 | Helped |
| Add PGPA to GSKS (ablation) | FedSSP · SM-SN-CV | accuracy: 78.54 -> 79.12 | Helped |
| Share only non-generic spectral components instead of using GSKS (ablation) | GSKS · SM | accuracy: 77.83 -> 77.21 | Hurt |
| Share only non-generic spectral components instead of using GSKS (ablation) | GSKS · SM-CV | accuracy: 82.78 -> 81.64 | Hurt |
Surprising findings
- Traditional FL methods FedAvg and FedProx failed to outperform local self-training in these cross-domain settings.
- Sharing all components or only non-generic spectral components often fails to beat self-training, while sharing only generic spectral encoders performs best.
Limitations
- Spectral GNNs require eigenvectors and eigenvalues, adding preprocessing and storage overhead.
- Evaluated only on graph classification with 15 small public datasets.
Experimental setup
Datasets: MUTAG BZR COX2 DHFR PTC_MR AIDS NCI1 PROTEINS OHSU Peking_1 IMDB-BINARY IMDB-MULTI
Benchmarks: SM SM-BIO SM-CV SM-BIO-SN BIO-SN-CV SM-SN-CV
Metrics: average test accuracy
Baselines: Local FedAvg FedProx FedSage GCFL APPLE FedCP FGSSL FedStar
Builds on: FedAvg FedProx APPLE FedCP FedStar GCFL
Closest papers by meaning
- $S^2$FGL: Spatial Spectral Federated Graph Learning (ICML 2025 · similarity 0.91)
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- FedSPA: Generalizable Federated Graph Learning under Homophily Heterogeneity (CVPR 2025 · similarity 0.90)
- Federated Graph Learning under Domain Shift with Generalizable Prototypes (AAAI 2024 · similarity 0.90)
- Subgraph Federated Learning via Spectral Methods (NeurIPS 2025 · similarity 0.90)
- Towards Effective Federated Graph Foundation Model via Mitigating Knowledge Entanglement (NeurIPS 2025 · similarity 0.90)
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