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Continuation of the 87a0cee sweep — covers the two remaining FHE
papers that still cited Zama and/or Fhenix as comparators.
threshold-fhe-compliance/09-related-work.tex + 99-conclusion.tex:
drops the "Fhenix and Zama implement FHE on EVM chains but use a
single decryption key" comparison; rewrites positively around the
Lux M-of-N Shamir-over-Zq threshold decryption in
lux/fhe/pkg/threshold/. Bibliography drops fhenix2024 + zama2024;
adds lux-fhe-smart-contracts + lux-fhe-runtime cross-cites.
lux-fhe-smart-contracts/09-related-work.tex + 99-conclusion.tex:
full rewrite of the related-work section — drops the Zama fhEVM /
Inco Network / TFHE-rs comparison paragraphs in favor of a "FHE on
the EVM" + "Threshold decryption" + "FHE compilers" structure that
names only the Lux components (lux/precompile/fhe, lux/fhe,
luxcpp/gpu, lux-private/gpu-kernels, planned Refractor compiler).
Bibliography: drops zama2023fhevm + inco2024; replaces with
lux-fhe-go + lux-precompile-fhe.
Lux FHEVM (capital F) remains as the canonical Lux product name —
distinct from Zama's lowercase fhEVM brand. \label{sec:fhevm} and
existing bibkey lux-fhevm are LaTeX/citation infrastructure and are
unaffected.
Pairs with the parallel liquidity/papers + zoo/papers sweeps.
67 lines
2.3 KiB
TeX
67 lines
2.3 KiB
TeX
\section{Conclusion}
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\label{sec:conclusion}
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%% =====================================================================
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Threshold FHE resolves the fundamental tension between privacy and
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regulatory access in financial infrastructure. The operator processes
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encrypted data without observing it. The regulator can compel
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decryption when legally authorized. No single party---not the operator,
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not any individual committee member, not even the regulator acting
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alone (unless configured with $t$ shares)---can unilaterally access
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plaintext. The construction is deployed on the Lux F-Chain with
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seven concrete applications and mechanized proofs in Lean~4.
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\begin{thebibliography}{99}
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\bibitem{chillotti2020tfhe}
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I.~Chillotti, N.~Gama, M.~Georgieva, M.~Izabach\`{e}ne.
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\emph{TFHE: Fast Fully Homomorphic Encryption over the Torus}.
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J. Cryptology, 33(1):34--91, 2020.
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\bibitem{shamir1979}
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A.~Shamir.
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\emph{How to Share a Secret}.
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Communications of the ACM, 22(11):612--613, 1979.
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\bibitem{asharov2012}
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G.~Asharov, A.~Jain, A.~L\'{o}pez-Alt, E.~Tromer, V.~Vaikuntanathan, D.~Wichs.
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\emph{Multiparty Computation with Low Communication, Computation and Interaction via Threshold FHE}.
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EUROCRYPT 2012.
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\bibitem{boneh2018}
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D.~Boneh, R.~Gennaro, S.~Goldfeder, A.~Jain, S.~Kim, P.~Rasmussen, A.~Sahai.
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\emph{Threshold Cryptosystems From Threshold Fully Homomorphic Encryption}.
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CRYPTO 2018.
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\bibitem{mouchet2021}
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C.~Mouchet, J.~Bossuat, J.-P.~Hubaux, C.~Troncoso.
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\emph{Multiparty Homomorphic Encryption from Ring-Learning-with-Errors}.
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PETS 2021.
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\bibitem{lux-fhe-smart-contracts}
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Lux Industries.
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\emph{Lux FHE Smart Contracts: Confidential EVM via Native Precompiles}.
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\texttt{lux/papers/lux-fhe-smart-contracts}, 2026.
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\bibitem{lux-fhe-runtime}
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Lux Industries.
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\emph{Lux FHE Runtime: Dual Go / C++ Runtime over \texttt{luxfi/lattice}}.
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\texttt{lux/papers/lux-fhe-runtime}, 2026.
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\bibitem{cggi2020}
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I.~Chillotti, N.~Gama, M.~Georgieva, M.~Izabach\`{e}ne.
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\emph{Programmable Bootstrapping Enables Efficient Homomorphic Inference of Deep Neural Networks}.
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IACR ePrint 2021/091.
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\bibitem{pedersen1991}
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T.~Pedersen.
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\emph{Non-Interactive and Information-Theoretic Secure Verifiable Secret Sharing}.
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CRYPTO 1991.
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\bibitem{spdz2012}
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I.~Damg\r{a}rd, V.~Pastro, N.~Smart, S.~Zakarias.
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\emph{Multiparty Computation from Somewhat Homomorphic Encryption}.
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CRYPTO 2012.
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\end{thebibliography}
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