Privacy-preserving formal concept analysis: A homomorphic encryption-based concept construction
Qiangqiang Chen, Yunfeng Ke, Shen Li, Jinhai Li

TL;DR
This paper introduces a privacy-preserving framework for Formal Concept Analysis that leverages homomorphic encryption to securely construct concepts from sensitive data without compromising privacy.
Contribution
It presents a novel PFCA framework combining binary data and homomorphic encryption for secure, efficient FCA computations on sensitive datasets.
Findings
Effective privacy preservation demonstrated
Maintains computational performance
Secure concept construction validated
Abstract
Formal Concept Analysis (FCA) is extensively used in knowledge extraction, cognitive concept learning, and data mining. However, its computational demands on large-scale datasets often require outsourcing to external computing services, raising concerns about the leakage of sensitive information. To address this challenge, we propose a novel approach to enhance data security and privacy in FCA-based computations. Specifically, we introduce a Privacy-preserving Formal Context Analysis (PFCA) framework that combines binary data representation with homomorphic encryption techniques. This method enables secure and efficient concept construction without revealing private data. Experimental results and security analysis confirm the effectiveness of our approach in preserving privacy while maintaining computational performance. These findings have important implications for privacy-preserving…
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Taxonomy
TopicsRough Sets and Fuzzy Logic · Topological and Geometric Data Analysis · Cognitive Computing and Networks
