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93 lines
3.4 KiB
TeX
93 lines
3.4 KiB
TeX
\section{Conclusion}
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\label{sec:conclusion}
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% ============================================================================
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Hanzo FHE Inference enables practical confidential AI-as-a-service by combining
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CKKS for neural networks, TFHE for decision trees, and GPU acceleration through
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the Candle runtime. Production deployments demonstrate sub-2-second encrypted
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inference with negligible accuracy loss, making FHE viable for regulated
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industries requiring data privacy guarantees stronger than any hardware-based
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approach. Integration with Hanzo ACI and Lux TFHE provides verifiable encrypted
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computation with on-chain attestation.
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\label{sec:threshold}
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% ============================================================================
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% BIBLIOGRAPHY
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% ============================================================================
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\begin{thebibliography}{20}
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\bibitem{hanzocandle}
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{Hanzo AI Research}.
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\newblock Hanzo Candle: Rust-native {ML} framework for production inference.
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\newblock \emph{Hanzo AI Research}, 2024.
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\bibitem{hanzoaci}
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{Hanzo AI Research}.
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\newblock Hanzo {ACI}: {AI} Chain Infrastructure for decentralized compute markets.
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\newblock \emph{Hanzo AI Research}, December 2024.
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\bibitem{hanzojin}
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{Hanzo AI Research}.
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\newblock Jin: Unified multimodal {AI} architecture.
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\newblock \emph{Hanzo AI Research}, 2025.
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\bibitem{hanzokms}
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{Hanzo AI Research}.
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\newblock Hanzo {KMS}: Secrets management with per-environment rotation and audit trail.
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\newblock \emph{Hanzo AI Research}, September 2021.
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\bibitem{hanzopq}
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{Hanzo AI Research}.
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\newblock Hanzo post-quantum cryptography: Migration path for {AI} infrastructure.
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\newblock \emph{Hanzo AI Research}, April 2026.
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\bibitem{luxtfhe}
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{Lux Industries Inc}.
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\newblock Lux {TFHE}: On-chain fully homomorphic encryption.
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\newblock \emph{Lux Network Technical Report}, 2024.
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\bibitem{ckks2017}
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J.~H.~Cheon, A.~Kim, M.~Kim, and Y.~Song.
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\newblock Homomorphic encryption for arithmetic of approximate numbers.
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\newblock In \emph{Proc.\ ASIACRYPT}, 2017.
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\bibitem{tfhe2020}
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I.~Chillotti, N.~Gama, M.~Georgieva, and M.~Izabach\`ene.
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\newblock {TFHE}: Fast fully homomorphic encryption over the torus.
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\newblock \emph{J.\ Cryptology}, 33(1):34--91, 2020.
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\bibitem{fhesurvey2024}
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C.~Mouchet, J.~Bossuat, J.-P.~Bossuat, and J.-P.~Hubaux.
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\newblock A survey of {FHE} for machine learning.
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\newblock \emph{ACM Computing Surveys}, 2024.
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\bibitem{sgxattacks}
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J.~Van~Bulck, M.~Minkin, O.~Weisse, D.~Genkin, B.~Gras, F.~Piessens, M.~Silberstein, T.~F.~Wenisch, Y.~Yarom, and R.~Strackx.
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\newblock Foreshadow: Extracting the keys to the {Intel SGX} kingdom.
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\newblock In \emph{Proc.\ USENIX Security}, 2018.
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\bibitem{lweestimator}
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M.~Albrecht, R.~Player, and S.~Scott.
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\newblock On the concrete hardness of {Learning with Errors}.
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\newblock \emph{J.\ Mathematical Cryptology}, 9(3):169--203, 2015.
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\bibitem{crypten}
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B.~Knott, S.~Venkataraman, A.~Hannun, S.~Sengupta, M.~Ibrahim, and L.~van~der~Maaten.
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\newblock {CrypTen}: Secure multi-party computation meets machine learning.
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\newblock In \emph{Proc.\ NeurIPS}, 2021.
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\bibitem{tenseal}
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A.~Benaissa, B.~Retiat, B.~Cebere, and A.~E.~Belfedhal.
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\newblock {TenSEAL}: A library for encrypted tensor operations using homomorphic encryption.
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\newblock In \emph{ICLR Workshop on DPML}, 2021.
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\bibitem{concreteml}
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{Zama}.
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\newblock Concrete {ML}: Privacy-preserving machine learning using {FHE}.
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\newblock \emph{Zama Documentation}, 2023.
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\end{thebibliography}
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