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- Split_link abstract "In the mathematical field of knot theory, a split link is a link that has a (topological) 2-sphere in its complement separating one or more link components from the others. A split link is said to be splittable, and a link that is not split is called a non-split link or not splittable. Whether a link is split or non-split corresponds to whether the link complement is reducible or irreducible as a 3-manifold. A link with an alternating diagram, i.e. an alternating link, will be non-split if and only if this diagram is connected. This is a result of the work of William Menasco. A split link has many connected, non-alternating link diagrams.".
- Split_link wikiPageID "3687789".
- Split_link wikiPageLength "1331".
- Split_link wikiPageOutDegree "8".
- Split_link wikiPageRevisionID "611906890".
- Split_link wikiPageWikiLink 3-manifold.
- Split_link wikiPageWikiLink Alternating_knot.
- Split_link wikiPageWikiLink Category:Links_(knot_theory).
- Split_link wikiPageWikiLink Knot_complement.
- Split_link wikiPageWikiLink Knot_theory.
- Split_link wikiPageWikiLink Link_(knot_theory).
- Split_link wikiPageWikiLink Mathematics.
- Split_link wikiPageWikiLink William_Menasco.
- Split_link wikiPageWikiLinkText "Split link".
- Split_link wikiPageWikiLinkText "non-split".
- Split_link wikiPageWikiLinkText "split a link".
- Split_link wikiPageWikiLinkText "split union".
- Split_link wikiPageWikiLinkText "split".
- Split_link wikiPageWikiLinkText "splittability".
- Split_link wikiPageUsesTemplate Template:Knottheory-stub.
- Split_link wikiPageUsesTemplate Template:Reflist.
- Split_link subject Category:Links_(knot_theory).
- Split_link hypernym Link.
- Split_link type RouteOfTransportation.
- Split_link comment "In the mathematical field of knot theory, a split link is a link that has a (topological) 2-sphere in its complement separating one or more link components from the others. A split link is said to be splittable, and a link that is not split is called a non-split link or not splittable. Whether a link is split or non-split corresponds to whether the link complement is reducible or irreducible as a 3-manifold. A link with an alternating diagram, i.e.".
- Split_link label "Split link".
- Split_link sameAs Q7578698.
- Split_link sameAs m.09vhd1.
- Split_link sameAs Q7578698.
- Split_link wasDerivedFrom Split_link?oldid=611906890.
- Split_link isPrimaryTopicOf Split_link.