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Erdős problems frontier

constellation seal · derived from vfr_37aec80d874a0239
id
vfr_37aec80d874a0239
license
CC-BY-4.0
findings
1,256
accepted core
6
contested
0
links
17
sources
1,234
evidence
1,256
avg conf
0.98

used by 0 · replayed by 2 producers

e1271/1271 · statement.attested · reviewer:will-blair · 2026-06-10 · null→null

Reviewable change

back to review

add a finding

verified — A frozen deterministic verifier re-checked the claim and passed.accepted

Erdos-Ginzburg-Ziv theorem (1961, solved): among any 2n-1 integers, there exist n whose sum is divisible by n. Tight: 2n-2 integers may admit no such subset.

id
vpr_933b01bcb2066d02
frontier
Erdős problems frontier
kind
finding.add
created
2026-05-10
findings
+1
state
null → bcc1c04a

accept gate

2 of 4 on record
✓
signature
reviewer:will-blair · key 4892f938
✓
chain
null → bcc1c04a
—
witness
no verifier attachment on record for this target
—
grade
in state · unreviewed

timeline

  1. 2026-05-10proposeproposed · finding.addagent — machine actor, no signing keyagent:vela-curation-botvpr_933b01bcb2066d02Manual finding added to frontier state
  2. 2026-05-10acceptfinding.assertedreviewer:will-blairreviewer:will-blairnull→bcc1c04avev_2e5bce2042a57539Manual finding added to frontier state

proposed

reason

Manual finding added to frontier state

finding type

theoretical

proposed confidence

0.98

confidence basis

operator-supplied frontier prior; review required

provenance

proposed by

agent — machine actor, no signing keyagent:vela-curation-bot

actor type

human

created at

2026-05-10

target type

finding

affected

inspect finding →

Erdos-Ginzburg-Ziv theorem (1961, solved): among any 2n-1 integers, there exist n whose sum is divisible by n. Tight: 2n-2 integers may admit no such subset.

vf_e9e8b34f2a6a7b1d

Diff

Read-only frontier; diff not recomputed.

Review chain

  1. 01request

    Change request

    Erdős problems frontier receives a reviewable source, finding, caveat, replication, evaluation, or proof-affecting edit.

    open review →
  2. 02packet

    Diff packet

    The packet names affected record objects, evidence, rationale, reviewer-facing fields, and expected proof impact.

    open the campaign →
  3. 03checks

    Check output

    Schema, provenance, benchmark, contradiction, and proof checks decide whether the request is ready to read.

    inspect checks →
  4. 04review

    Reviewer decision

    A steward accepts, rejects, caveats, revises, or retracts the request under an inspectable identity.

    read queue →
  5. 05accepted

    Accepted event

    Only the accepted event mutates frontier state. Atlases, constellations, and search update from that record state.

    inspect events →

finding.noted · reviewer:will-blair · 1 day

renders the record as of vev_d199cb2e · 1,338 events · hub

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