proposed
reason
Candidate claim vc_8f94e98e5606de71 imported from artifact packet cap_f4e8bcd294c97ba7
finding type
theoretical
proposed confidence
0.95
confidence basis
agent-imported candidate claim; reviewer acceptance required
frontiers / frontier
e1271/1271 · statement.attested · reviewer:will-blair · 2026-06-10 · null→null
Reviewable change
back to reviewErdős #155 (?, AMS 5). STATEMENT: Let $F(N)$ be the size of the largest Sidon subset of $\{1, \dots, N\}$. FORMAL: erdos_155: answer(sorry) ↔ ∀ k ≥ 1, ∀ᶠ N in atTop, F (N + k) ≤ F N + 1 KNOWN/REMARKS: # Erdős Problem 155 *Reference:* erdosproblems.com/155 | Is it true that for every $k \geq 1$ we have $$ F(N + k) \leq F(N) + 1 $$ for all sufficiently large $N$? RELATED: [] OEIS: []
A proposal; no authority until an accepted review event.
accept gate
0 of 4 on recordtimeline
vpr_f8fbbf2f39f02fabCandidate claim vc_8f94e98e5606de71 imported from artifact packet cap_f4e8bcd294c97ba7proposed
reason
Candidate claim vc_8f94e98e5606de71 imported from artifact packet cap_f4e8bcd294c97ba7
finding type
theoretical
proposed confidence
0.95
confidence basis
agent-imported candidate claim; reviewer acceptance required
provenance
proposed by
agent:erdos-deep-ingest
actor type
agent
created at
2026-06-04
target type
finding
Read-only frontier; diff not recomputed.
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