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6 May 2024
N 07:42 | Category:Definitions/Alternating Diagrams diffhist +60 Prime.mover talk contribs (Created page with "{{DefinitionCategory|def = Alternating Diagram|Knot Theory}}") |
N 07:42 | Definition:Alternating Diagram diffhist +1,118 Prime.mover talk contribs (Created page with "== Definition == <onlyinclude> Let $K$ be a knot whose planar representation is $P$. $K$ has an '''alternating diagram''' {{iff}} $P$ is such that the string of $P$ crosses over and under alternately. </onlyinclude> == Also see == {{Link-to-category|Alternating Diagrams|alternating diagrams}} == Definition:Alternating Diagram/His...") |
07:38 | Definition:Knot (Knot Theory) diffhist +86 Prime.mover talk contribs |
5 May 2024
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13:40 | Definition:Knot Theory 2 changes history +626 [Prime.mover (2×)] | |||
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N 13:02 | Category:Definitions/Vassiliev Invariants 2 changes history +88 [Prime.mover (2×)] | |||
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13:01 (cur | prev) +60 Prime.mover talk contribs (Created page with "{{DefinitionCategory|def = Vassiliev Invariant|Knot Theory}}") |
N 12:55 | Definition:Vassiliev Invariant diffhist +1,092 Prime.mover talk contribs (Created page with "== Definition == <onlyinclude> A '''Vassiliev invariant''' is an invariant whose purpose is to classify knots. </onlyinclude> {{expand|full definition}} == Also see == {{Link-to-category|Vassiliev Invariants|Vassiliev invariants}} {{NamedforDef|Victor Anatolyevich Vassiliev|cat = Vassiliev}} == Historical Note == {{:Definit...") |
30 April 2024
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N 11:39 | Definition:Knot Polynomial 5 changes history +1,547 [Prime.mover (5×)] | |||
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09:18 (cur | prev) +1,262 Prime.mover talk contribs (Created page with "== Definition == <onlyinclude> Context: '''knot theory'''. A '''knot polynomial''' is a polynomial associated with a knot. Two knots are equivalent {{iff}} their '''knot polynomials''' are equal. </onlyinclude> === Definition:Alexander Polynomial|Alexande...") |
N 09:19 | Category:Definitions/Knot Polynomials diffhist +74 Prime.mover talk contribs (Created page with "{{DefinitionCategory|def = Knot Polynomial|Knot Theory|Polynomial Theory}}") |