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Research notes on every problem, and a library of the papers behind them. Built from the open erdos repository.

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2022_12_27_fukuyama: Fukuyama's arXiv preprint claims the full sunflower conjecture with a base proportional to k to the fourth power; version 3 reports a repair of version 2, and acceptance is not established here.

2026_10_19_plasma_ai: Plasma AI proves that an affine linear word family of n-element sets over a finite field with no k-sunflower, k at least 3, has fewer than k^(2n) members, whatever the field and the alphabet dimensions. Author-recorded at tier 0; catalog acceptance is pending.