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- Trefoil_knot abstract "In topology, a branch of mathematics, the trefoil knot is the simplest example of a nontrivial knot. The trefoil can be obtained by joining together the two loose ends of a common overhand knot, resulting in a knotted loop. As the simplest knot, the trefoil is fundamental to the study of mathematical knot theory, which has diverse applications in topology, geometry, physics, chemistry and magic.The trefoil knot is named after the three-leaf clover (or trefoil) plant.".
- Trefoil_knot thumbnail Blue_Trefoil_Knot.png?width=300.
- Trefoil_knot wikiPageExternalLink ?i=(2,3)-torus+knot.
- Trefoil_knot wikiPageID "404773".
- Trefoil_knot wikiPageRevisionID "605454997".
- Trefoil_knot abNotation "31".
- Trefoil_knot alt "Left-handed trefoil".
- Trefoil_knot alt "Right-handed trefoil".
- Trefoil_knot alternating "alternating".
- Trefoil_knot arfInvariant "1".
- Trefoil_knot braidLength "3".
- Trefoil_knot braidNumber "2".
- Trefoil_knot bridgeNumber "2".
- Trefoil_knot class "torus".
- Trefoil_knot conwayNotation "[3]".
- Trefoil_knot crosscapNumber "1".
- Trefoil_knot crossingNumber "3".
- Trefoil_knot dowkerNotation "462".
- Trefoil_knot fibered "fibered".
- Trefoil_knot footer "A left-handed trefoil and a right-handed trefoil.".
- Trefoil_knot genus "1".
- Trefoil_knot hasPhotoCollection Trefoil_knot.
- Trefoil_knot hyperbolicVolume "0".
- Trefoil_knot image "Trefoil knot left.svg".
- Trefoil_knot image "TrefoilKnot 01.svg".
- Trefoil_knot lastCrossing "0".
- Trefoil_knot lastOrder "1".
- Trefoil_knot name "Trefoil".
- Trefoil_knot nextCrossing "4".
- Trefoil_knot nextOrder "1".
- Trefoil_knot practicalName "Overhand knot".
- Trefoil_knot pretzel "pretzel".
- Trefoil_knot prime "prime".
- Trefoil_knot slice "slice".
- Trefoil_knot stickNumber "6".
- Trefoil_knot symmetry "reversible".
- Trefoil_knot tricolorable "tricolorable".
- Trefoil_knot tunnelNumber "1".
- Trefoil_knot twist "twist".
- Trefoil_knot unknottingNumber "1".
- Trefoil_knot width "150".
- Trefoil_knot subject Category:0_hyperbolic_volume_knots_and_links.
- Trefoil_knot comment "In topology, a branch of mathematics, the trefoil knot is the simplest example of a nontrivial knot. The trefoil can be obtained by joining together the two loose ends of a common overhand knot, resulting in a knotted loop. As the simplest knot, the trefoil is fundamental to the study of mathematical knot theory, which has diverse applications in topology, geometry, physics, chemistry and magic.The trefoil knot is named after the three-leaf clover (or trefoil) plant.".
- Trefoil_knot label "Klaverbladknoop".
- Trefoil_knot label "Kleeblattschlinge".
- Trefoil_knot label "Nodo a trifoglio".
- Trefoil_knot label "Nœud de trèfle".
- Trefoil_knot label "Trefoil knot".
- Trefoil_knot label "Трилистник (узел)".
- Trefoil_knot label "三叶结".
- Trefoil_knot label "三葉結び目".
- Trefoil_knot sameAs Kleeblattschlinge.
- Trefoil_knot sameAs Nœud_de_trèfle.
- Trefoil_knot sameAs Simpul_trefoil.
- Trefoil_knot sameAs Nodo_a_trifoglio.
- Trefoil_knot sameAs 三葉結び目.
- Trefoil_knot sameAs 세잎매듭.
- Trefoil_knot sameAs Klaverbladknoop.
- Trefoil_knot sameAs m.0248_0.
- Trefoil_knot sameAs Q168620.
- Trefoil_knot sameAs Q168620.
- Trefoil_knot wasDerivedFrom Trefoil_knot?oldid=605454997.
- Trefoil_knot depiction Blue_Trefoil_Knot.png.
- Trefoil_knot isPrimaryTopicOf Trefoil_knot.