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Statements

Subject Item

dbr:Linked_set

rdf:type

dbo:ProgrammingLanguage

rdfs:label

Linked set

rdfs:comment

In mathematics, an upwards linked set A is a subset of a partially ordered set, P, in which any two of elements A have a common upper bound in P. Similarly, every pair of elements of a downwards linked set has a lower bound. Every centered set is linked, which includes, in particular, every directed set.

dcterms:subject

dbc:Order_theory

dbo:wikiPageID

32926234

dbo:wikiPageRevisionID

793985778

dbo:wikiPageWikiLink

dbr:Partially_ordered_set dbr:Mathematics dbr:Centered_set dbr:Cambridge_University_Press dbc:Order_theory dbr:Subset dbr:Directed_set dbr:Upper_bound

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dbo:abstract

In mathematics, an upwards linked set A is a subset of a partially ordered set, P, in which any two of elements A have a common upper bound in P. Similarly, every pair of elements of a downwards linked set has a lower bound. Every centered set is linked, which includes, in particular, every directed set.

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654

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wikipedia-en:Linked_set