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- Partition_regularity abstract "In combinatorics, a branch of mathematics, partition regularity is one notion of largeness for a collection of sets.Given a set , a collection of subsets is called partition regular if every set A in the collection has the property that, no matter how A is partitioned into finitely many subsets, at least one of the subsets will also belong to the collection. That is,for any , and any finite partition , there exists an i ≤ n, such that belongs to . Ramsey theory is sometimes characterized as the study of which collections are partition regular.".
- Partition_regularity wikiPageExternalLink large.pdf.
- Partition_regularity wikiPageExternalLink 1102971066.
- Partition_regularity wikiPageID "3999801".
- Partition_regularity wikiPageRevisionID "551128739".
- Partition_regularity hasPhotoCollection Partition_regularity.
- Partition_regularity subject Category:Ramsey_theory.
- Partition_regularity subject Category:Set_families.
- Partition_regularity type Abstraction100002137.
- Partition_regularity type Family108078020.
- Partition_regularity type Group100031264.
- Partition_regularity type Organization108008335.
- Partition_regularity type SetFamilies.
- Partition_regularity type SocialGroup107950920.
- Partition_regularity type Unit108189659.
- Partition_regularity type YagoLegalActor.
- Partition_regularity type YagoLegalActorGeo.
- Partition_regularity type YagoPermanentlyLocatedEntity.
- Partition_regularity comment "In combinatorics, a branch of mathematics, partition regularity is one notion of largeness for a collection of sets.Given a set , a collection of subsets is called partition regular if every set A in the collection has the property that, no matter how A is partitioned into finitely many subsets, at least one of the subsets will also belong to the collection. That is,for any , and any finite partition , there exists an i ≤ n, such that belongs to .".
- Partition_regularity label "Partition regularity".
- Partition_regularity label "تجزئة منتظمة".
- Partition_regularity sameAs m.0bbv5_.
- Partition_regularity sameAs Q7140652.
- Partition_regularity sameAs Q7140652.
- Partition_regularity sameAs Partition_regularity.
- Partition_regularity wasDerivedFrom Partition_regularity?oldid=551128739.
- Partition_regularity isPrimaryTopicOf Partition_regularity.