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Autoencoder-Enhanced Hierarchical Mondrian Anonymization via Latent Representations.
Junpeng Hu1,2, Tao Hu2, Zhenwu Xu1
1School of Cyber Science and Engineering, Sichuan University, Chengdu 610207, China.
Entropy (Basel, Switzerland)
|May 4, 2026
Summary
We developed AE-LRHMA, a novel hybrid anonymization framework. This method balances data utility and privacy by controlling sensitive information concentration, outperforming existing approaches.
Area of Science:
- Data privacy and security
- Information science
- Computer science
Background:
- Releasing structured microdata presents challenges in balancing data utility with privacy protection against group-based disclosure risks.
- Existing anonymization techniques often struggle to effectively manage sensitive attribute concentration and diversity within anonymized data groups.
Purpose of the Study:
- To introduce AE-LRHMA, a hybrid anonymization framework designed to enhance data utility while mitigating privacy risks.
- To provide explicit control over sensitive value concentration and diversity within equivalence classes.
- To evaluate the performance of AE-LRHMA against established anonymization baselines.
Main Methods:
- AE-LRHMA employs Mondrian-style hierarchical partitioning within an autoencoder-learned latent space.
- The framework integrates local (k,e)-microaggregation techniques.
- A tunable constraint set, including k, a maximum sensitive proportion threshold, and an optional sensitive-entropy threshold, is introduced for fine-grained control.
Main Results:
- Experiments on the Adult and Bank Marketing datasets show AE-LRHMA achieves lower information loss compared to baselines.
- The framework demonstrates more stable group structures in the anonymized data.
- Linkage-attack-oriented risk metrics indicate favorable relative disclosure trends.
Conclusions:
- AE-LRHMA offers an effective hybrid approach for structured microdata anonymization.
- The method provides a tunable mechanism to balance data utility and privacy, outperforming existing techniques.
- Further empirical analysis supports its utility in managing disclosure risks.