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- Reeb_foliation abstract "In mathematics, the Reeb foliation is a particular foliation of the 3-sphere, introduced by the French mathematician Georges Reeb (1920–1992).It is based on dividing the sphere into two solid tori, along a 2-torus: see Clifford torus. Each of the solid tori is then foliated internally, in codimension 1, and the dividing torus surface forms one more leaf.By Novikov's compact leaf theorem, every smooth foliation of the 3-sphere includes a compact torus leaf, bounding a solid torus foliated in the same way.".
- Reeb_foliation thumbnail Reebfoliation-ring-2d-2.svg?width=300.
- Reeb_foliation wikiPageID "2604269".
- Reeb_foliation wikiPageLength "1549".
- Reeb_foliation wikiPageOutDegree "14".
- Reeb_foliation wikiPageRevisionID "703712695".
- Reeb_foliation wikiPageWikiLink 3-sphere.
- Reeb_foliation wikiPageWikiLink American_Mathematical_Society.
- Reeb_foliation wikiPageWikiLink Cambridge_University_Press.
- Reeb_foliation wikiPageWikiLink Category:Foliations.
- Reeb_foliation wikiPageWikiLink Clifford_torus.
- Reeb_foliation wikiPageWikiLink Codimension.
- Reeb_foliation wikiPageWikiLink Foliation.
- Reeb_foliation wikiPageWikiLink Georges_Reeb.
- Reeb_foliation wikiPageWikiLink Mathematics.
- Reeb_foliation wikiPageWikiLink Novikovs_compact_leaf_theorem.
- Reeb_foliation wikiPageWikiLink Solid_torus.
- Reeb_foliation wikiPageWikiLink Torus.
- Reeb_foliation wikiPageWikiLink File:Reeb_foliation_half-torus_POV-Ray.png.
- Reeb_foliation wikiPageWikiLink File:Reebfoliation-ring-2d-2.svg.
- Reeb_foliation wikiPageWikiLinkText "Reeb foliation".
- Reeb_foliation title "Reeb Foliation".
- Reeb_foliation urlname "ReebFoliation".
- Reeb_foliation wikiPageUsesTemplate Template:Cite_book.
- Reeb_foliation wikiPageUsesTemplate Template:MathWorld.
- Reeb_foliation wikiPageUsesTemplate Template:Topology-stub.
- Reeb_foliation subject Category:Foliations.
- Reeb_foliation hypernym Foliation.
- Reeb_foliation comment "In mathematics, the Reeb foliation is a particular foliation of the 3-sphere, introduced by the French mathematician Georges Reeb (1920–1992).It is based on dividing the sphere into two solid tori, along a 2-torus: see Clifford torus.".
- Reeb_foliation label "Reeb foliation".
- Reeb_foliation sameAs Q564842.
- Reeb_foliation sameAs Reeb-Blätterung.
- Reeb_foliation sameAs Foliación_de_Reeb.
- Reeb_foliation sameAs m.07r2tx.
- Reeb_foliation sameAs Слоение_Риба.
- Reeb_foliation sameAs Шарування_Ріба.
- Reeb_foliation sameAs Q564842.
- Reeb_foliation wasDerivedFrom Reeb_foliation?oldid=703712695.
- Reeb_foliation depiction Reebfoliation-ring-2d-2.svg.
- Reeb_foliation isPrimaryTopicOf Reeb_foliation.