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On the homological classification of pomonoids by properties of cyclic S-posets
Semigroup Forum, 2013Between different so-called flatness properties of \(S\)-posets there is a property \((P_w)\) that is studied here. The author characterizes pomonoids from a subclass of completely simple semigroups with adjoined identity, all of whose cyclic (Rees factor) \(S\)-posets satisfy \((P_w)\).
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Rees short exact sequences of \(S\)-posets
2017Summary: In this paper the notion of Rees short exact sequence for \(S\)-posets is introduced, and we investigate the conditions for which these sequences are left or right split. Unlike the case for \(S\)-acts, being right split does not imply left split.
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Synthesis of Multi-indicator System Over Time: A Poset-based Approach
Social Indicators Research, 2020L. S. Alaimo +3 more
semanticscholar +1 more source
The flatness properties of S-poset A(I) and Rees factor S-posets
, 2008H. Qiao, Fang Li
semanticscholar +1 more source
The index of Lie poset algebras
Journal of Combinatorial Theory - Series A, 2021Nicholas Mayers, Vincent Coll
exaly
Groups of linear isometries on poset structures
Discrete Mathematics, 2008Marcelo Firer +2 more
exaly
Urban deprivation in Argentina: A POSET analysis
Papers in Regional Science, 2020Enrico Ivaldi +2 more
exaly
Congruence B -orbits and the Bruhat poset of involutions of the symmetric group
Discrete Mathematics, 2012Yonah Cherniavsky
exaly

