Help:Editing: Difference between revisions

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=== Usage ===

* The easiest way to find a knot/link is to type its name into the search box of the left sidebar and hit "Enter" or click "Go". Examples:

{| align=center border=1
|- align=center
|type in search box
|get
|full [[The Mathematica Package KnotTheory`|<code>KnotTheory`</code>]] notation
|picture
|- align=center
|8 17 or 8_17
|the 17th 8-crossing knot in Rolfsen's table, <math>8_{17}</math> or [[8 17]]
|<code>Knot[8, 17]</code>
|[[Image:8_17.gif|90px]]
|- align=center
|k11a26 or K11a26
|the 26th alternating 11-crossing knot in the Hoste-Thistlethwaite table, [[K11a26]]
|<code>Knot[11, Alternating, 26]</code>
|[[Image:K11a26.gif|90px]]
|- align=center
|k11n39 or K11n39
|the 39th non-alternating 11-crossing knot in the Hoste-Thistlethwaite table, [[K11n39]]
|<code>Knot[11, NonAlternating, 39]</code>
|[[Image:K11n39.gif|90px]]
|- align=center
|l9a26 or L9a26
|the 26th alternating 9-crossing link in the Thistlethwaite table, [[L9a26]]
|<code>Link[9, Alternating, 26]</code>
|[[Image:L9a26.gif|90px]]
|- align=center
|l10n39 or L10n39
|the 39th non-alternating 10-crossing link in the Thistlethwaite table, [[L10n39]]
|<code>Link[10, NonAlternating, 39]</code>
|[[Image:L10n39.gif|90px]]
|- align=center
|T(7,6)
|the torus knot [[T(7,6)]]
|<code>TorusKnot[7, 6]</code>
|[[Image:T(7,6).jpg|90px]]
|}

=== Local Editing Help ===
=== Local Editing Help ===



Revision as of 12:16, 25 December 2005

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