FedLAD: A Linear Algebra Based Data Poisoning Defence for Federated Learning
Qi Xiong, Hai Dong, Nasrin Sohrabi, Zahir Tari

TL;DR
FedLAD introduces a linear algebra-based method to detect and defend against targeted data poisoning in federated learning, effectively identifying malicious nodes even when they dominate the network.
Contribution
The paper presents FedLAD, a novel linear algebra approach that outperforms existing defenses in detecting data poisoning attacks in federated learning.
Findings
FedLAD maintains low attack success rates across malicious node ratios from 0.2 to 0.8.
It preserves high model accuracy when malicious nodes are between 0.2 and 0.5.
Experimental results show FedLAD outperforms five established defense methods.
Abstract
Sybil attacks pose a significant threat to federated learning, as malicious nodes can collaborate and gain a majority, thereby overwhelming the system. Therefore, it is essential to develop countermeasures that ensure the security of federated learning environments. We present a novel defence method against targeted data poisoning, which is one of the types of Sybil attacks, called Linear Algebra-based Detection (FedLAD). Unlike existing approaches, such as clustering and robust training, which struggle in situations where malicious nodes dominate, FedLAD models the federated learning aggregation process as a linear problem, transforming it into a linear algebra optimisation challenge. This method identifies potential attacks by extracting the independent linear combinations from the original linear combinations, effectively filtering out redundant and malicious elements. Extensive…
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Taxonomy
TopicsAdversarial Robustness in Machine Learning · Privacy-Preserving Technologies in Data · Advanced Graph Neural Networks
