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- Stone's_representation_theorem_for_Boolean_algebras abstract "In mathematics, Stone's representation theorem for Boolean algebras states that every Boolean algebra is isomorphic to a field of sets. The theorem is fundamental to the deeper understanding of Boolean algebra that emerged in the first half of the 20th century. The theorem was first proved by Stone (1936), and thus named in his honor. Stone was led to it by his study of the spectral theory of operators on a Hilbert space.".
- Stone's_representation_theorem_for_Boolean_algebras wikiPageExternalLink sici?sici=0002-9947%28193607%2940%3A1%3C37%3ATTORFB%3E2.0.CO%3B2-8.
- Stone's_representation_theorem_for_Boolean_algebras wikiPageExternalLink ualg.html.
- Stone's_representation_theorem_for_Boolean_algebras wikiPageID "604111".
- Stone's_representation_theorem_for_Boolean_algebras wikiPageRevisionID "567782900".
- Stone's_representation_theorem_for_Boolean_algebras hasPhotoCollection Stone's_representation_theorem_for_Boolean_algebras.
- Stone's_representation_theorem_for_Boolean_algebras subject Category:Boolean_algebra.
- Stone's_representation_theorem_for_Boolean_algebras subject Category:Categorical_logic.
- Stone's_representation_theorem_for_Boolean_algebras subject Category:General_topology.
- Stone's_representation_theorem_for_Boolean_algebras subject Category:Theorems_in_algebra.
- Stone's_representation_theorem_for_Boolean_algebras type Abstraction100002137.
- Stone's_representation_theorem_for_Boolean_algebras type Communication100033020.
- Stone's_representation_theorem_for_Boolean_algebras type Message106598915.
- Stone's_representation_theorem_for_Boolean_algebras type Proposition106750804.
- Stone's_representation_theorem_for_Boolean_algebras type Statement106722453.
- Stone's_representation_theorem_for_Boolean_algebras type Theorem106752293.
- Stone's_representation_theorem_for_Boolean_algebras type TheoremsInAlgebra.
- Stone's_representation_theorem_for_Boolean_algebras comment "In mathematics, Stone's representation theorem for Boolean algebras states that every Boolean algebra is isomorphic to a field of sets. The theorem is fundamental to the deeper understanding of Boolean algebra that emerged in the first half of the 20th century. The theorem was first proved by Stone (1936), and thus named in his honor. Stone was led to it by his study of the spectral theory of operators on a Hilbert space.".
- Stone's_representation_theorem_for_Boolean_algebras label "Darstellungssatz für Boolesche Algebren".
- Stone's_representation_theorem_for_Boolean_algebras label "Stone's representation theorem for Boolean algebras".
- Stone's_representation_theorem_for_Boolean_algebras label "Stone布尔代数表示定理".
- Stone's_representation_theorem_for_Boolean_algebras label "Twierdzenie Stone'a o reprezentacji algebr Boole'a".
- Stone's_representation_theorem_for_Boolean_algebras label "ストーンの表現定理".
- Stone's_representation_theorem_for_Boolean_algebras sameAs Darstellungssatz_für_Boolesche_Algebren.
- Stone's_representation_theorem_for_Boolean_algebras sameAs ストーンの表現定理.
- Stone's_representation_theorem_for_Boolean_algebras sameAs Twierdzenie_Stone'a_o_reprezentacji_algebr_Boole'a.
- Stone's_representation_theorem_for_Boolean_algebras sameAs m.02vn9w.
- Stone's_representation_theorem_for_Boolean_algebras sameAs Q1166774.
- Stone's_representation_theorem_for_Boolean_algebras sameAs Q1166774.
- Stone's_representation_theorem_for_Boolean_algebras sameAs Stone's_representation_theorem_for_Boolean_algebras.
- Stone's_representation_theorem_for_Boolean_algebras wasDerivedFrom Stone's_representation_theorem_for_Boolean_algebras?oldid=567782900.
- Stone's_representation_theorem_for_Boolean_algebras isPrimaryTopicOf Stone's_representation_theorem_for_Boolean_algebras.