NL-SME uses a learnable quadratic Bezier curve, a control point, and per-parameter scaling to reconstruct private images from aggregated multi-step FedAvg updates, matching update directions far more closely than the linear SME baseline.
Boosting Gradient Leakage Attacks: Data Reconstruction in Realistic FL Settings
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abstract
Federated learning (FL) enables collaborative model training among multiple clients without the need to expose raw data. Its ability to safeguard privacy, at the heart of FL, has recently been a hot-button debate topic. To elaborate, several studies have introduced a type of attacks known as gradient leakage attacks (GLAs), which exploit the gradients shared during training to reconstruct clients' raw data. On the flip side, some literature, however, contends no substantial privacy risk in practical FL environments due to the effectiveness of such GLAs being limited to overly relaxed conditions, such as small batch sizes and knowledge of clients' data distributions. This paper bridges this critical gap by empirically demonstrating that clients' data can still be effectively reconstructed, even within realistic FL environments. Upon revisiting GLAs, we recognize that their performance failures stem from their inability to handle the gradient matching problem. To alleviate the performance bottlenecks identified above, we develop FedLeak, which introduces two novel techniques, partial gradient matching and gradient regularization. Moreover, to evaluate the performance of FedLeak in real-world FL environments, we formulate a practical evaluation protocol grounded in a thorough review of extensive FL literature and industry practices. Under this protocol, FedLeak can still achieve high-fidelity data reconstruction, thereby underscoring the significant vulnerability in FL systems and the urgent need for more effective defense methods.
fields
cs.LG 1years
2025 1verdicts
CONDITIONAL 1representative citing papers
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Trajectory-Aware Information Matching for Multi-Step Gradient Inversion in Federated Learning
NL-SME uses a learnable quadratic Bezier curve, a control point, and per-parameter scaling to reconstruct private images from aggregated multi-step FedAvg updates, matching update directions far more closely than the linear SME baseline.