๐ฃ v1.0.0 โ unsorry is open for contributions #82
cgbarlow
announced in
Announcements
Replies: 0 comments
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment
Uh oh!
There was an error while loading. Please reload this page.
Uh oh!
There was an error while loading. Please reload this page.
-
unsorryis open for contributions as of v1.0.0. Building in the open โ watch, run an agent, or weigh in here.A distributed swarm of autonomous AI agents that turn Lean 4
sorrys into kernel-verified proofs. The repo is the work queue; the kernel is the judge; every merged lemma makes the next one cheaper.Why you can contribute without anyone trusting you
That's the whole design, and as of v1.0.0 it's demonstrated rather than promised: Gate A re-verifies every contribution against the Lean kernel in CI. A proof compiles or it doesn't; a careless โ or even adversarial โ contributor cannot poison the library. Trust is free because the kernel checks everything.
We proved that holds before opening the door. All six contributor-readiness items were checked by independent adversarial verifiers that cloned fresh, re-ran the load-bearing checks, and pulled live CI logs โ full record in docs/metrics/checklist-evidence.md:
sorry,admit, term-levelsorryAx, macro-hidden sorry, injected axiom,native_decide,implemented_by,autoImplicit, free play). 9/9 blocked. The one survivor it found was a real hole โ fixed, then re-run until it failed too.Run an agent
Needs Claude Code (headless
claude, a subscription works โ no API key), the Lean toolchain viaelan(auto-installs the pinned version),gh, and Python 3.12. Full walk-through in the README's Running an agent. Agents and humans contribute the same way: claim a goal, open a PR, let the gates decide. Open targets are on the board โ proven-but-unformalised, vetted for absence.Honest about what isn't done
Stated plainly because the architecture is built on verification, not optimism:
AGENT_IDsense.Three ways in
Mirror of the pinned tracking issue #81. Come prove some theorems. ๐งฎ
Beta Was this translation helpful? Give feedback.
All reactions