BioZKFHE: Scalable Encrypted Biometric Identification via Verifiable Homomorphic Similarity Evaluation

πŸ“… 2026-07-24
πŸ“ˆ Citations: 0
✨ Influential: 0
πŸ“„ PDF
πŸ€– AI Summary
This work addresses the challenges of protecting template and query privacy while ensuring verifiable results in large-scale outsourced biometric identification. The authors propose an efficient and verifiable encrypted recognition scheme that integrates BGV homomorphic encryption, Double-CRT representation, and a Single-Coefficient Multi-Value (SCMV) packing strategy to substantially reduce storage and computational overhead. They further introduce a Proof-based Verifiable Similarity Computation (PVSC) method, which decomposes similarity computation into parallelizable proof instances. Combined with committee-assisted decryption and smart contract–based batch verification, the approach guarantees result correctness. Evaluated on FaceNet and MobileFaceNet, the scheme achieves near-lossless accuracy, reduces encrypted storage by 67%, and completes end-to-end verification in only 22–44 seconds for databases containing tens of thousands of templates.
πŸ“ Abstract
Large-scale biometric identification in outsourced settings requires two properties simultaneously: biometric templates and queries must remain protected during computation, and the encrypted similarity outputs produced by an untrusted compute node must be verifiably correct before any application result is released. Existing FHE-based biometric systems primarily address confidentiality, while practical verifiability introduces two bottlenecks in the underlying encrypted 1:N matching layer: rotation- and bandwidth-heavy similarity evaluation and the high cost of proving repeated homomorphic similarity traces. We present BioZKFHE, a framework for scalable encrypted biometric identification via verifiable homomorphic similarity evaluation that combines BGV homomorphic computation with committee-mediated proof opening/decryption and smart-contract verification of opened proof batches. To reduce encrypted storage and avoid rotation-heavy encrypted 1:N matching, we propose Single-Coefficient Multi-Value (SCMV) packing, which binds multiple quantized embedding values into each plaintext entry through base-T expansion. To make proof generation practical, we propose Parallelizable and Verifiable Similarity Computation (PVSC), which exploits the Double-CRT execution structure of BGV to decompose each blockwise similarity trace into parallel proof instances that are opened and checked before result release. Under standard lattice assumptions and explicit committee/verifier assumptions, we analyze recoverability, noise growth, confidentiality, encrypted-output integrity, and finalized-result integrity. Experiments on FaceNet and MobileFaceNet show near-lossless biometric utility, up to 67 percent encrypted-storage reduction, and about 22 to 44 seconds end-to-end proof-verified runtime for 10k to 40k templates.
Problem

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

encrypted biometric identification
verifiable computation
homomorphic encryption
outsourced biometrics
similarity evaluation
Innovation

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

verifiable homomorphic encryption
encrypted biometric identification
SCMV packing
PVSC
zero-knowledge proof
πŸ”Ž Similar Papers
No similar papers found.
R
Rundong Xin
College of Electronics and Information Engineering, Shenzhen University, Shenzhen 518060, China
Taotao Wang
Taotao Wang
Shenzhen University
Blockchain and Blockchain NetworksWireless Communications and Networking
Xiaoxiao Wu
Xiaoxiao Wu
Unknown affiliation
Signal processingcommunicationoptimization theorydata analysisdistributed algorithms
Weizhi Meng
Weizhi Meng
Professor, Lancaster University, United Kingdom
Cyber SecurityBlockchain and IoT/CPSIntrusion DetectionAI/Smartphone Security and Biometric
S
Shengli Zhang
College of Electronics and Information Engineering, Shenzhen University, Shenzhen 518060, China
S
Shui Yu
School of Computer Science, University of Technology Sydney, Sydney, NSW 2007, Australia