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Claim

superseded

theoretical Claim

Vela Mathematics Programrecorded Aug 17, 2026, 6:32 PM

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

Local Standing

Replayed at commit 2415f78e850a.

superseded
Evidence

1 retained span.

1

Evidence and Decision

Exact retained path.

Exact relationships

Typed edges retained by this rooted repository projection. They describe declared structure; they do not change either record's standing.

3 relationships

Supports

1
artifactrecordedcontent_addressed edge
789c9dc5e4c1c234450a7ebd03d7b4fb8e0ba6deab12098e2fb17b3e74bada10

No edge evidence text is retained.

sha256:789c9dc5e4c1c234450a7ebd03d7b4fb8e0ba6deab12098e2fb17b3e74bada10
Graph

corrects from

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claimstanding · acceptedclaim_record edge
At Formal Conjectures commit 59f30aa314ba225fcd9268723ce8291616df1ab0, the Lean development starfleet/erdos-321 establishes a two-sided asymptotic bound on extremalSize, which denotes the same quantity as Formal Conjectures' Erdos321.R and therefore supplies a candidate answer for the exact occurrence Erdos321.erdos_321.variants.isTheta, not a proof of it. For occurrence resolution only, the exact occurrences Erdos321.erdos_321 and Erdos321.erdos_321.variants.isTheta are associated with problem:erdos:321 under resolver root sha256:a9d6787719c5c8069a9e14ade0f5a62975410272e6cd1583865b282d1d8669dd. At the exact retained Erdős 321 source revisions, the terminal theorem and structural comparison do not establish implication to either fixed Nat.log variant.

No edge evidence text is retained.

sha256:58f97ba8a90d23d4655c4b71051c6bdd4723c0454f31f4ed3cb3e95b0a6c8b15
Graph

proposes from

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proposalproposal · acceptedsigned_record edge
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.

No edge evidence text is retained.

sha256:470072c1a598409aa8d27e420de7e24ea66dce94cf5fb3fcb97d9578d8991c63
Graph

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.
Reproduce the source snapshot

Replay establishes the exact record and checks. It does not add scientific authority.

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