Music Retrieval via Additive Homomorphic Encryption
A new research paper from arXiv (2508.07044) proposes using additive homomorphic encryption for music information retrieval to balance privacy and efficiency. The authors note that modern music retrieval relies on vector embeddings, which can be copied or used to train generative models when shared. Fully homomorphic encryption is impractical due to ciphertext multiplication and bootstrapping. They observe that when only one operand is encrypted, similarity search reduces to ciphertext addition and ciphertext-plaintext multiplication, supported by Paillier or CKKS restricted to additive operations. The study implements two music-specific inference attacks, quantifies privacy-utility tradeoffs, introduces structure-aware additive primitives with learned per-block weighting, and demonstrates across four audio datasets that additive search preserves utility while reducing computational overhead.
Key facts
- arXiv paper 2508.07044 proposes additive homomorphic encryption for music retrieval.
- Vector embeddings in music retrieval can be copied or used to train generative models.
- Fully homomorphic encryption is impractical due to ciphertext multiplication and bootstrapping.
- Additive homomorphic encryption supports ciphertext addition and ciphertext-plaintext multiplication.
- Two music-specific inference attacks are implemented.
- Structure-aware additive primitives with learned per-block weighting are introduced.
- Evaluation across four audio datasets shows preserved utility.
- Paillier and CKKS (additive only) are used as encryption schemes.
Entities
Institutions
- arXiv