A robust federated learning privacy framework: Integrating multi-party computation and advanced privacy-preserving techniques for secure data collaboration
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BRAC University
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Abstract
Federated Learning(FL) can train models without exposing raw client data, but still
vulnerable to privacy leakage and poisoning attacks. Present methods like secure aggregation
tend to offer little to no malicious update detection. Other research methods
to mitigate this problem also fail to give a proper balance between privacy and
robustness, or often give an impractical premise of needing multiple servers, creating
a complicated application and deployment. This paper proposes DDFed-Markov, a
probabilistic dual-defense federated learning framework using markovian chain that
simultaneously improves privacy without compromising robustness. The framework
uses a combination of noise injection using Markovian probability, Fully Homomorphic
Encryption (FHE), and a feedback-driven strategy based on consensus with
the collaboration of the Dual Defense Federated Learning Framework. While other
models that use the concept of noise work in a similar way, the Markovian noise
remains different because of its state-dependent nature. It introduces temporal correlation
that increases resistance to adversaries while maintaining learning efficiency.
Encrypted updates are aggregated using CKKS homomorphic encryption, allowing
similarity-based aggregation without the need for multiple servers, preserving FLs’
hub and spoke topology. Also, client-side consensus is applied to filter malicious
updates using adaptive thresholds. Experimental evaluations on publicly available
data sets like MNIST have shown that DDFed-Markov has managed to achieve a
comparative accuracy while effectively prevents potential model poisoning and successfully
preserving privacy compared to existing frameworks.
Description
This thesis is submitted in partial fulfillment of the requirements for the degree of Bachelor of Science in Computer Science and Engineering, 2026.
Cataloged from PDF version of thesis.
Includes bibliographical references (pages 33-35).
Cataloged from PDF version of thesis.
Includes bibliographical references (pages 33-35).
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Thesis
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