NUMERICAL STUDIES OF SOME PARTIAL ORDERING ON SET WITH HEIGHT AT MOST ONE
Resumo
Recently, some authors introduced several novel classes of partially ordered sets (posets) with a height of at most 1. They studied some of their properties and relationships to Alexandrov topologies. This paper builds upon their work by enumerating some of these poset classes and illustrating their connections to various established discrete structures through digraph representations.
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2025-07-13
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