Definitions from Wiktionary (Scott-open)
▸ adjective: (mathematics) Of a subset O of a partially ordered set P: such that it is an upper set and is inaccessible by directed joins, i.e. all directed sets D with supremum in O have non-empty intersection with O.
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▸ adjective: (mathematics) Of a subset O of a partially ordered set P: such that it is an upper set and is inaccessible by directed joins, i.e. all directed sets D with supremum in O have non-empty intersection with O.
▸ Words similar to scott-open
▸ Usage examples for scott-open
▸ Idioms related to scott-open
▸ Wikipedia articles (New!)
▸ Popular nouns described by scott-open
▸ Words that often appear near scott-open
▸ Rhymes of scott-open
▸ Invented words related to scott-open