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Utility-Preserving Federated Graph Learning with Dual-Perspective Fairness
Summary
This study introduces F3GL, a novel federated graph learning method that improves fairness for both servers and clients without reducing performance. F3GL leverages spectral graph theory for enhanced dual-perspective fairness in federated graph neural networks (FedGNNs).
Area of Science:
- Artificial Intelligence
- Machine Learning
- Graph Neural Networks
Background:
- Federated graph neural networks (FedGNNs) face challenges in achieving fairness from both server (global) and client (local) perspectives simultaneously.
- Existing fairness-aware methods often sacrifice model utility (performance) to achieve fairness in distributed learning settings.
- The utility sacrifice is particularly pronounced in federated frameworks, exacerbating fairness challenges.
Purpose of the Study:
- To propose F3GL, a dual-perspective fairness federated graph learning method.
- To enhance both global and local fairness in FedGNNs while preserving model utility.
- To provide theoretical insights into fairness preservation using spectral graph theory.
Main Methods:
- Developed F3GL, a novel dual-perspective fairness federated graph learning approach.
- Conducted theoretical analysis using spectral graph theory to understand feature similarity after convolution.
- Identified the principal eigenvalue's role in enhancing feature similarity and applied a specialized eigenvalue selection strategy.
Main Results:
- Demonstrated that the principal eigenvalue is key to enhancing similarity between original and convolved sensitive features.
- Showcased that the theoretical findings are universally applicable to both clients and servers in federated learning.
- Experimental results on real-world datasets confirm F3GL's superiority over existing methods in improving dual-perspective fairness without utility loss.
Conclusions:
- F3GL effectively enhances dual-perspective fairness (global and local) in federated graph learning.
- The proposed method preserves utility, overcoming a key limitation of prior fairness-aware approaches.
- Spectral graph theory provides a robust theoretical foundation for achieving fairness in FedGNNs.
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