| (({name))} | |
|---|---|
| Common name | [[(({practical name))}]] |
| Arf invariant | (({arf invariant))} |
| Braid length | (({braid length))} |
| Braid no. | (({braid number))} |
| Bridge no. | (({bridge number))} |
| Crosscap no. | (({crosscap number))} |
| Crossing no. | (({crossing number))} |
| Genus | (({genus))} |
| Hyperbolic volume | (({hyperbolic volume))} |
| Linking no. | (({linking number))} |
| Stick no. | (({stick number))} |
| Tunnel no. | (({tunnel number))} |
| Unknotting no. | (({unknotting number))} |
| Conway notation | (({conway_notation))} |
| A–B notation | (({ab_notation))} |
| Dowker notation | (({dowker notation))} |
| D–T notation | (({d-t name))} |
| Thistlethwaite | (({thistlethwaite))} |
| Last / Next | [[(({last crossing))} (({last order))} knot|(({last crossing))}(({last order))}]] / [[(({last link))} link|(({last link))}]] / [[(({next crossing))} (({next order))} knot|(({next crossing))}(({next order))}]][[(({next link))} link|(({next link))}]] |
Usage[edit]
((Infobox knot theory
| name= Knot theory name
| common name= Equivalent real world knot
| image= File name & extension
| caption= Image caption
| arf invariant= Arf invariant
| braid length= Braid length
| braid number= Braid number
| bridge number= Bridge number
| crosscap number= Crosscap number
| crossing number= Crossing number
| genus= Knot genus
| hyperbolic volume= Hyperbolic volume
| linking number= Linking number
| stick number= Stick number
| tunnel number= Tunnel number
| unknotting number= Unknotting number
| conway_notation= Conway notation
| ab_notation= Alexander–Briggs notation
| d-t name= D-T name
| dowker notation= Dowker notation
| thistlethwaite= Thistlewaite link table
| last crossing= Last prime knot's crossing # (AB notation) ("| last link=" for links)
| last order= Last prime knot's order # (AB notation) (not needed for links)
| next crossing= Next prime knot's crossing # (AB notation) ("| next link=" for links)
| next order= Next prime knot's order # (AB notation) (not needed for links)
| alternating= "alternating" or blank
| class= "hyperbolic", "satellite" ("composite", "cable",
or "Whitehead double"), "torus", or blank
| fibered= "fibered" or blank
| pretzel= "pretzel" or blank
| prime= "prime" or "composite"
| slice= "slice" or blank
| symmetry= "amphichiral", "fully amphichiral", "chiral", or "reversible"
| tricolorable= "tricolorable" or blank
| twist= "twist" or blank
))
The template adds articles to categories. (It should not per WP:TEMPLATECAT.)
- Alternating: Adds articles to category if value is present or not.
- Class: The template adds articles to the following categories if values exist: "hyperbolic", "satellite" ("composite", "cable", or "Whitehead double"), and/or "torus". If no value exists it adds articles to "Category:Knots and links", unless "nextlink=" is present in which case it adds "Category:Links (knot theory)".
- Fibered: Adds articles to category if value is present or not.
- Pretzel: Adds articles to category only if value is present.
- Torus: Adds articles to category only if value is present.
- Prime: Adds articles to category only if value is present.
- Slice: Adds articles to category only if value is present.
- Symmetry: Adds articles to category ("fully amphichiral", "amphichiral", "chiral", "fully chiral", or "reversible") if value is present.
- Tricolorable: Adds articles to category only if value is present.
- Twist: Adds articles to category only if value is present.
Full template[edit]
((Infobox knot theory
| name=
| common name=
| image=
| caption=
| arf invariant=
| braid length=
| braid number=
| bridge number=
| crosscap number=
| crossing number=
| hyperbolic volume=
| linking number=
| stick number=
| tunnel number=
| unknotting number=
| conway_notation=
| ab_notation=
| dowker notation=
| d-t name=
| thistlethwaite=
| last crossing=
| last order=
| next crossing=
| next order=
| alternating=
| class=
| fibered=
| invertible=
| pretzel=
| prime=
| slice=
| symmetry=
| tricolorable=
| twist=
))
|
See also[edit]
- J.C. Cha and C. Livingston, "Main page", KnotInfo: Table of Knot Invariants, Accessed: 20 May 2013.
- ((Infobox graph))
- Category:Knot theory
- ((Animated Knots))
- ((Beadwork))
- ((Braiding))
- ((Crochet))
- ((Decorative arts))
- ((Embroidery))
- ((Heraldic knot))
- ((Infobox heraldic knot))
- ((Infobox knot))
- ((Infobox knot theory))
- ((Knitting))
- ((Knot Atlas))
- ((Knot-stub))
- ((Knot theory))
- ((KnotInfo))
- ((Knots))
- ((Lace types))
- ((Layered textiles))
- ((Necktie knots))
- ((Reef knot family))
- ((Rugs and carpets))
- ((Spinning))
- ((String figures))
- ((Tapestry))
- ((Textile arts))
- ((The Ashley Book of Knots)) and ((ABOK (short)))
- ((Weaving))
- ((MathWorld)) and ((OEIS))