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Tony Huynh
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Distinguishing finite families of sets by algebras of bounded size
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Distinguishing finite families of sets by algebras of bounded size
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Distinguishing finite families of sets by algebras of bounded size
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Distinguishing finite families of sets by algebras of bounded size
Yes, that's right. I reworded the last part to make things more precise. I hope that clears up the confusion.
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Distinguishing finite families of sets by algebras of bounded size
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Why are graph embeddings defined the way they are?
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Distinguishing finite families of sets by algebras of bounded size
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Distinguishing finite families of sets by algebras of bounded size
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Distinguishing finite families of sets by algebras of bounded size
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Is there an uncountable extension of the Ramsey set $[\omega]^2$?
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When is 2 qualitatively different from 3?
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What happens if you strip everything but the “between” relation in metric spaces
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Characterizing the family of maximal cliques of a cograph
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Characterizing the family of maximal cliques of a cograph
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Characterizing the family of maximal cliques of a cograph
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Characterizing the family of maximal cliques of a cograph
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