Posets in which every interval is a product of chains, and natural local actions of the symmetric group
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Publication:1297433
DOI10.1016/S0012-365X(98)00287-8zbMath0929.06004WikidataQ126758799 ScholiaQ126758799MaRDI QIDQ1297433
Publication date: 9 August 1999
Published in: Discrete Mathematics (Search for Journal in Brave)
graded posetmaximal chainspermutation actionproduct of chainsmultiset actionnatural local action of symmetric group
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Related Items (4)
Classification of the factorial functions of Eulerian binomial and Sheffer posets ⋮ Finite Eulerian posets which are binomial, Sheffer or triangular ⋮ Posets that locally resemble distributive lattices. An extension of Stanley's theorem (with connections to buildings and diagram geometries) ⋮ Flag-symmetry of the poset of shuffles and a local action of the symmetric group
Cites Work
- Flag-symmetry of the poset of shuffles and a local action of the symmetric group
- Posets that locally resemble distributive lattices. An extension of Stanley's theorem (with connections to buildings and diagram geometries)
- Flag-symmetric and locally rank-symmetric partially ordered sets
- Local stationary algebras
- Unnamed Item
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