Erdős problem 44
Erdős Problem 44: Let N ≥ 1 andA ⊆ {1,…,N}be a Sidon set. Is it true that, for any ε > 0, there exist M = M(ε) andB ⊆ {N+1,…,M}such thatA ∪ B ⊆ {1,…,M}is a Sidon set of size at least(1−ε)M^{1/2}?
- Formal statements
- 2 open · 4 textbook
- Erdős Problems says
- open
- Decision here
- No current contribution
- Checks
- 0 checks · 6 formal
Current Result
Current Result
No result has been accepted here yet.
- Type
- —
- Evidence
- 0 artifacts
- Decision
- None
- Reviewed
- No date retained