Normalized Matching in Direct Products of Partial Orders
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Publication:4404941
DOI10.1002/sapm1973523285zbMath0279.06003OpenAlexW2567396325MaRDI QIDQ4404941
W. N. Hsieh, Daniel J. Kleitman
Publication date: 1973
Published in: Studies in Applied Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1002/sapm1973523285
Related Items (17)
Applications of the symmetric chain decomposition of the lattice of divisors ⋮ Optimal representations of partially ordered sets and a limit Sperner theorem ⋮ The normalized matching property from the generalized Macaulay theorem ⋮ On ideals with the Rees property ⋮ Product partial orders with the Sperner property ⋮ On nested chain decompositions of normalized matching posets of rank 3 ⋮ Collections of Subsets with the Sperner Property ⋮ Efficient \(q\)-ary immutable codes ⋮ \(q\)-weighted log-concavity and \(q\)-product theorem on the normality of posets ⋮ Anzahl theorems in geometry oft-singular classical groups and their applications ⋮ Maximum antichains in the product of chains ⋮ Negative correlation and log-concavity ⋮ Methods for nesting rank 3 normalized matching rank-unimodal posets ⋮ Majorization and Rényi entropy inequalities via Sperner theory ⋮ Some remarks on normalized matching ⋮ Strong properties in partially ordered sets. II ⋮ Partitioning the Boolean lattice into chains of large minimum size
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