Stone duality

E1682363 UNEXPLORED

Stone duality is a fundamental theorem in mathematical logic and topology that establishes a correspondence between Boolean algebras and certain topological spaces known as Stone spaces.

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All labels observed (5)

Label	Occurrences
Stone duality canonical	3
Priestley duality	1
Stone duality for Boolean algebras	1
Stone duality for distributive lattices	1
Stone duality theorem	1

Referenced by (7)

Full triples — surface form annotated when it differs from this entity's canonical label.

Marshall H. Stone → notableWork → Stone duality ⓘ

Stone Spaces → subject → Stone duality ⓘ

Stone Spaces → relatedTo → Stone duality theorem ⓘ

linked to: Stone duality

Stone representation theorem → alsoKnownAs → Stone duality for Boolean algebras ⓘ

linked to: Stone duality

Stone representation theorem → generalizedBy → Stone duality for distributive lattices ⓘ

linked to: Stone duality

Stone representation theorem → generalizedBy → Priestley duality ⓘ

linked to: Stone duality

Stone representation theorem → specialCaseOf → Stone duality ⓘ