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- Delta-ring abstract "In mathematics, a nonempty collection of sets is called a δ-ring (pronounced delta-ring) if it is closed under union, relative complementation, and countable intersection:if if if for all If only the first two properties are satisfied, then is a ring but not a δ-ring. Every σ-ring is a δ-ring, but not every δ-ring is a σ-ring.δ-rings can be used instead of σ-fields in the development of measure theory if one does not wish to allow sets of infinite measure.".
- Delta-ring wikiPageExternalLink Delta-Ring.html.
- Delta-ring wikiPageID "6939387".
- Delta-ring wikiPageRevisionID "544536467".
- Delta-ring hasPhotoCollection Delta-ring.
- Delta-ring subject Category:Measure_theory.
- Delta-ring subject Category:Set_families.
- Delta-ring type Abstraction100002137.
- Delta-ring type Family108078020.
- Delta-ring type Group100031264.
- Delta-ring type Organization108008335.
- Delta-ring type SetFamilies.
- Delta-ring type SocialGroup107950920.
- Delta-ring type Unit108189659.
- Delta-ring type YagoLegalActor.
- Delta-ring type YagoLegalActorGeo.
- Delta-ring type YagoPermanentlyLocatedEntity.
- Delta-ring comment "In mathematics, a nonempty collection of sets is called a δ-ring (pronounced delta-ring) if it is closed under union, relative complementation, and countable intersection:if if if for all If only the first two properties are satisfied, then is a ring but not a δ-ring. Every σ-ring is a δ-ring, but not every δ-ring is a σ-ring.δ-rings can be used instead of σ-fields in the development of measure theory if one does not wish to allow sets of infinite measure.".
- Delta-ring label "Delta-anneau".
- Delta-ring label "Delta-ring".
- Delta-ring label "Δ集合環".
- Delta-ring sameAs Delta-anneau.
- Delta-ring sameAs Δ集合環.
- Delta-ring sameAs m.0gy07n.
- Delta-ring sameAs Q3021903.
- Delta-ring sameAs Q3021903.
- Delta-ring sameAs Delta-ring.
- Delta-ring wasDerivedFrom Delta-ring?oldid=544536467.
- Delta-ring isPrimaryTopicOf Delta-ring.