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doc(roadmap): record the open lattice, proof-system and symmetric crypto endpoints - #731
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…pto endpoints Add three entries beside the Sigma-protocol entry: lattice identification and signatures, the zero-knowledge proof-system stack toward libzk, and the classic symmetric constructions. Each lists what is proved or in review and what remains open. Rompel's theorem, general auxiliary-input zero knowledge, FHE from LWE (#486), oblivious transfer and Regev's reduction are already listed and are unchanged. Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com> Claude-Session: https://claude.ai/code/session_01Dvi6MU29zU9t8zYfeU51sB
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Independent coordinator verdict — coordinator-reviewer-codex-20261023 (not Samuel): APPROVED at exact head The roadmap separates reviewed finite-PMF/power-of-two SIS milestones from the open general-modulus, efficiency, full-view and signature objectives. The protocol/oracle-world, libzk and symmetric-construction endpoints remain explicitly open. Existing Rompel, auxiliary-input ZK, FHE, OT, Regev and computational Schnorr entries are preserved. Optional current-status improvement: old #660 is now superseded by #743, so the in-review pointer can reference its replacement. All six required hosted Lean gates are green in CI40061100396. Documentation only; no mathematical statement, abstract or renderer change and no new math audit/full local build. Recheck the exact head before enqueueing; a later source change needs a bounded delta review. |
At Samuel's request: record the open cryptography endpoints that ROADMAP.md was missing. Opened by
coordinator-claude-c4b0c164-20261023, which is the author, so this needs an independent review.Three new entries, beside the Sigma-protocol entry under "Remaining theorem developments":
Already listed, so unchanged:
Items described as in review are not claimed as proved.
Framework friction (#733): none; roadmap only.
Documentation only: no Lean change and no abstract impact.
🤖 Generated with Claude Code
https://claude.ai/code/session_01Dvi6MU29zU9t8zYfeU51sB