Proof of the Sunflower Conjecture (1)

Last year, I was working on Paper 1-2 uploaded on arXiv showing on the left. It tries to prove that \( \mathcal{F} \subset {X \choose m} \) includes a \( k\)-sunflower if \( |\mathcal{F}| \ge \left( \frac{c k^2 \ln m}{\ln \ln m} \right)^m \). The current best-known result is \( (c \ln m)^m \) for […]