Claim
supersededtheoretical Claim
Canonical assertion
The Lean development starfleet/erdos-321 establishes a two-sided asymptotic bound on extremalSize, which denotes the same quantity as Formal Conjectures' Erdos321.R at pages commit 59f30aa3, and which therefore supplies a candidate answer for erdos_321.variants.isTheta rather than a proof of it.
Local Standing
Replayed at commit 36c6d0fef71a.
1 retained span.
Evidence and Decision
Exact relationships
Supports
No edge evidence text is retained.
corrects from
No edge evidence text is retained.
proposes from
No edge evidence text is retained.
Not recorded for this Claim
- No correction supersedes, succeeds, or depends on it.
Scope and conditions
- Exact source revisions and retained evidence/current/erdos-321 inputs only.
- Caveat: Erdos problem 321 remains open; this does not assert resolution or optimality.
- Caveat: The kernel gate is a recorded exact-commit CI attestation, not a fresh rebuild.
Replay establishes the exact record and checks. It does not add scientific authority.
Cite this Result
Vela Mathematics Program. Claim vcl_1da4282b752192c52c2a985476fc13bfe460da01e4fe26c5543b7acb37d8b120. sha256:470072c1a598409aa8d27e420de7e24ea66dce94cf5fb3fcb97d9578d8991c63. https://problems.science/repositories/math/claims/vcl_1da4282b752192c52c2a985476fc13bfe460da01e4fe26c5543b7acb37d8b120