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https://doi.org/10.1556/012.2024.04324
Copy DOIPublication Date: Dec 16, 2024 |
Let đ, đ , đŁ be positive integers and F â 2[đ]. Suppose that the union of any đ sets of F has size at most đ đŁ and đ â„ 2đ +3đŁ. The main result implies the best possible bound . For đ †(2đ â đ â 1)đŁ the same statement is no longer true. Several statements of a similar flavor are established as well, providing further evidence for an old conjecture of the first author.
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