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19-page paper (luxcover format) covering: - SSB profile + diaspora corridor + why now (Honeycoin / VALR comparables) - Partnership hypothesis (Simplici.io + Lux Network + SF Private Pay) - Africa-at-Home concentric-rings deployment model - Shariah-to-Lux primitive mapping (Murabahah, Mudharabah, Musharakah, Ijaarah, Sukuk, Takaful as typed on-chain objects with AAOIFI-aligned invariants) - 5 augmentation workstreams (Shariah-native onboarding, on-chain Shariah contracts, diaspora corridor, drought-linked parametric Takaful, trade-finance digitisation) - Commercial + compliance posture + phased roadmap
49 lines
1.4 KiB
TeX
49 lines
1.4 KiB
TeX
\section{Conclusion}
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\label{sec:conclusion}
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%% =====================================================================
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Threshold signing eliminates the single-key custody problem for digital
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securities. The 2-of-3 architecture ensures that no single party can
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move assets (non-custodial), any two parties can sign (liveness), and
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key rotation preserves the on-chain address (operational continuity).
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HSM attestation adds a defense-in-depth layer without weakening the
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threshold guarantee. The construction is deployed on a regulated EVM L1
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with native precompile support for efficient on-chain verification.
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\begin{thebibliography}{99}
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\bibitem{cggmp21}
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R.~Canetti, R.~Gennaro, S.~Goldfeder, N.~Makriyannis, U.~Peled.
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\emph{UC Non-Interactive, Proactive, Threshold ECDSA with Identifiable
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Aborts}.
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CCS 2020.
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\bibitem{frost}
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C.~Komlo, I.~Goldberg.
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\emph{FROST: Flexible Round-Optimized Schnorr Threshold Signatures}.
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SAC 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{pedersen1991}
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T.~Pedersen.
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\emph{Non-Interactive and Information-Theoretic Secure Verifiable
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Secret Sharing}.
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CRYPTO 1991.
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\bibitem{gennaro2020}
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R.~Gennaro, S.~Goldfeder.
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\emph{One Round Threshold ECDSA with Identifiable Abort}.
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IACR ePrint 2020/540.
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\bibitem{boneh2003}
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D.~Boneh, X.~Boyen, E.-J.~Goh.
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\emph{Hierarchical Identity Based Encryption with Constant Size
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Ciphertext}.
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EUROCRYPT 2005.
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\end{thebibliography}
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