On Resilient and Efficient Linear Secure Aggregation in Hierarchical Federated Learning

📅 2026-01-19
📈 Citations: 0
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🤖 AI Summary
This work addresses the problem of minimizing communication and randomness overhead in secure aggregation under unreliable communication environments in hierarchical federated learning, where both client–relay and relay–server links may fail. Leveraging information-theoretic techniques combined with linear coding, shared randomness, and hierarchical topology modeling, the study establishes the theoretical limits of secure aggregation in this setting for the first time and proposes an optimal linear protocol that achieves these limits. The protocol ensures privacy while enabling efficient and robust model aggregation, with both communication and randomness costs attaining the derived theoretical lower bounds. Its optimality is rigorously confirmed through a converse proof, effectively bridging the gap between theoretical guarantees and practical deployment.

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📝 Abstract
In this paper, we study the fundamental limits of hierarchical secure aggregation under unreliable communication. We consider a hierarchical network where each client connects to multiple relays, and both client-to-relay and relay-to-server links are intermittent. Under this setting, we characterize the minimum communication and randomness costs required to achieve robust secure aggregation. We then propose an optimal protocol that attains these minimum costs, and establish its optimality through a matching converse proof. In addition, we introduce an improved problem formulation that bridges the gap between existing information-theoretic secure aggregation protocols and practical real-world federated learning problems.
Problem

Research questions and friction points this paper is trying to address.

hierarchical federated learning
secure aggregation
unreliable communication
resilience
communication cost
Innovation

Methods, ideas, or system contributions that make the work stand out.

hierarchical federated learning
secure aggregation
unreliable communication
information-theoretic security
optimal protocol