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Algebraic Combinatorics Partially Ordered Sets Ii Dilworth's And Sperner's Theorem by Gregg Musiker

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1Algebraic Combinatorics- Partially Ordered Sets II- Dilworth's And Sperner's Theorem

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De�nition: An anitchain A of a poset P is a subset of elements of P such that for all x, y _ A, x _� y and y _� x. We denote the levels of a graded poset P as Pi where Pi = {x _ P : rank(x) = i}.

“Algebraic Combinatorics- Partially Ordered Sets II- Dilworth's And Sperner's Theorem” Metadata:

  • Title: ➤  Algebraic Combinatorics- Partially Ordered Sets II- Dilworth's And Sperner's Theorem
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  • Language: English

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