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- Stone_algebra abstract "In mathematics, a Stone algebra, or Stone lattice, is a pseudo-complemented distributive lattices such that a*∪a** = 1. They were introduced by Grätzer & Schmidt (1957) and named after Marshall Harvey Stone. Boolean algebras are Stone algebras, and Stone algebras are Ockham algebras.The open-set lattice of an extremally disconnected space is a Stone algebra.".
- Stone_algebra wikiPageExternalLink books?id=R6adPQAACAAJ.
- Stone_algebra wikiPageExternalLink books?id=_bsrAAAAYAAJ.
- Stone_algebra wikiPageID "32022697".
- Stone_algebra wikiPageRevisionID "582261947".
- Stone_algebra first "T.S.".
- Stone_algebra hasPhotoCollection Stone_algebra.
- Stone_algebra id "s/s090350".
- Stone_algebra last "Fofanova".
- Stone_algebra title "Stone lattice".
- Stone_algebra subject Category:Universal_algebra.
- Stone_algebra comment "In mathematics, a Stone algebra, or Stone lattice, is a pseudo-complemented distributive lattices such that a*∪a** = 1. They were introduced by Grätzer & Schmidt (1957) and named after Marshall Harvey Stone. Boolean algebras are Stone algebras, and Stone algebras are Ockham algebras.The open-set lattice of an extremally disconnected space is a Stone algebra.".
- Stone_algebra label "Stone algebra".
- Stone_algebra sameAs m.0gwz1hd.
- Stone_algebra sameAs Q7619048.
- Stone_algebra sameAs Q7619048.
- Stone_algebra wasDerivedFrom Stone_algebra?oldid=582261947.
- Stone_algebra isPrimaryTopicOf Stone_algebra.