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This research addresses the critical vulnerability of model inversion attacks in privacy-sensitive ML systems, specifically within face authentication frameworks using $\ell_2$ noise-tolerant fuzzy extractors. The authors demonstrate that existing cryptographic primitives offer weak security against these reconstructions and propose a new scheme balancing practical runtime with robust defense without requiring model retraining. This work advances the intersection of machine learning safety and cryptography by providing formally proven protections for real-world biometric applications.
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Model Inversion meets Cryptographic Fuzzy Extractors

arXiv2 min read

arXiv:2510.25687v4 Announce Type: replace-cross Abstract: Model inversion attacks pose an open challenge to privacy-sensitive applications that use machine learning (ML) models. For example, face authentication systems use modern ML models to compute embedding vectors from face images of the enrolled users and store them. If leaked, inversion attacks can accurately reconstruct user faces from the leaked vectors. A fuzzy extractor (FE) is a cryptographic primitive with properties that can help defend against model inversion, offering attack-agnostic security without requiring any re-training of the ML model it protects. To date, no systematic cryptanalysis of existing FE schemes that tolerate $\ell_2$ noise, as needed in modern ML-based face recognition systems, has been conducted. We perform the first in-depth security analysis of existing $\ell_2$-FE schemes showing that they offer weak security. We also show end-to-end inversion attacks that achieve high success rates in recovering original faces that are meant to be protected by FE schemes. We then offer a simple but new candidate scheme and prove its security formally. Our construction offers the first design point that offers practical runtime, stronger security, and usable accuracy for use in commodity ML-based face authentication.

Abstract:Model inversion attacks pose an open challenge to privacy-sensitive applications that use machine learning (ML) models. For example, face authentication systems use modern ML models to compute embedding vectors from face images of the enrolled users and store them. If leaked, inversion attacks can accurately reconstruct user faces from the leaked vectors. A fuzzy extractor (FE) is a cryptographic primitive with properties that can help defend against model inversion, offering attack-agnostic security without requiring any re-training of the ML model it protects. To date, no systematic cryptanalysis of existing FE schemes that tolerate $\ell_2$ noise, as needed in modern ML-based face recognition systems, has been conducted. We perform the first in-depth security analysis of existing $\ell_2$-FE schemes showing that they offer weak security. We also show end-to-end inversion attacks that achieve high success rates in recovering original faces that are meant to be protected by FE schemes. We then offer a simple but new candidate scheme and prove its security formally. Our construction offers the first design point that offers practical runtime, stronger security, and usable accuracy for use in commodity ML-based face authentication.

Cryptography and Security (cs.CR); Machine Learning (cs.LG)

arXiv:2510.25687 [cs.CR]

(or arXiv:2510.25687v4 [cs.CR] for this version)

https://doi.org/10.48550/arXiv.2510.25687 Focus to learn more arXiv-issued DOI via DataCite

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Full text under the publisher's open licence · 280 words

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