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- Square_knot_(mathematics) abstract "In knot theory, the square knot is a composite knot obtained by taking the connected sum of a trefoil knot with its reflection. It is closely related to the granny knot, which is also a connected sum of two trefoils. Because the trefoil knot is the simplest nontrivial knot, the square knot and the granny knot are the simplest of all composite knots.The square knot is the mathematical version of the common reef knot.".
- Square_knot_(mathematics) thumbnail Blue_Square_Knot.png?width=300.
- Square_knot_(mathematics) wikiPageID "26666011".
- Square_knot_(mathematics) wikiPageRevisionID "592420122".
- Square_knot_(mathematics) caption "Three-dimensional view".
- Square_knot_(mathematics) class "composite".
- Square_knot_(mathematics) crossingNumber "6".
- Square_knot_(mathematics) hasPhotoCollection Square_knot_(mathematics).
- Square_knot_(mathematics) name "Square knot".
- Square_knot_(mathematics) practicalName "Reef knot".
- Square_knot_(mathematics) pretzel "pretzel".
- Square_knot_(mathematics) slice "slice".
- Square_knot_(mathematics) symmetry "amphichiral".
- Square_knot_(mathematics) tricolorable "tricolorable".
- Square_knot_(mathematics) comment "In knot theory, the square knot is a composite knot obtained by taking the connected sum of a trefoil knot with its reflection. It is closely related to the granny knot, which is also a connected sum of two trefoils. Because the trefoil knot is the simplest nontrivial knot, the square knot and the granny knot are the simplest of all composite knots.The square knot is the mathematical version of the common reef knot.".
- Square_knot_(mathematics) label "Square knot (mathematics)".
- Square_knot_(mathematics) sameAs m.0bh87x7.
- Square_knot_(mathematics) sameAs Q7582069.
- Square_knot_(mathematics) sameAs Q7582069.
- Square_knot_(mathematics) wasDerivedFrom Square_knot_(mathematics)?oldid=592420122.
- Square_knot_(mathematics) depiction Blue_Square_Knot.png.
- Square_knot_(mathematics) isPrimaryTopicOf Square_knot_(mathematics).
