Securing Federated Learning Against Active Reconstruction Attacks

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초록

Federated Learning (FL) has amassed notable attention for its ability to preserve user privacy while emphasizing the retainment of model training efficiency. Due to this potential, FL has been integrated in many domains, such as healthcare, finance, law, and industrial engineering, where data cannot be easily exchanged due to sensitive information and strict privacy laws. However, current research has indicated that FL protocols are easily compromised by active data reconstruction attacks employed by actively dishonest servers. The malicious modification of global model parameters allows an actively dishonest server to obtain a direct copy of users' private data via gradient inversion. This class of attacks is highly underexplored and continues to be a major challenge due to the intense threat model. In this article, we propose OASIS as a scalable and modality-agnostic defense based on data augmentation that counteracts active data reconstruction attacks while preserving model performance. To generalize our defense, we uncover the intuition behind gradient inversion that enables these attacks and theoretically establish the conditions by which the defense can be considered robust regardless of attack design. From this, we formulate our defense with data augmentation that illustrates its ability to undermine the attack principle. We evaluate OASIS on five real-world datasets-two image-based (ImageNet and CIFAR100) and three text-based (Wikitext, Stack Overflow, and Shakespeare)-which span diverse uses cases such as vision tasks and language modeling. Comprehensive evaluations on these datasets exhibit the efficacy of OASIS and highlight its feasibility as a solution.

키워드

Words and PhrasesDeep neural networksdishonest servers
제목
Securing Federated Learning Against Active Reconstruction Attacks
저자
Jeter, Tre' R.Nguyen, TrucAlharbi, RaedSeo, Jung TaekThai, My T.
DOI
10.1145/3762639
발행일
2026-02
유형
Article
저널명
ACM Transactions on Internet Technology
26
1