Invariant Definition Table: Difference between revisions
From Knot Atlas
Jump to navigationJump to search
No edit summary |
No edit summary |
||
Line 299: | Line 299: | ||
<tr> |
<tr> |
||
<!-- Invariant name --> <td>A-polynomial</td> |
<!-- Invariant name --> <td>A-polynomial</td> |
||
<!-- KnotInfoTag = --> <td></td> |
|||
<!-- KnotTheory = --> <td></td> |
|||
<!-- ReadWiki = --> <td></td> |
|||
<!-- Type = --> <td></td> |
|||
<!-- WikiPage = --> <td>A-polynomial</td> |
<!-- WikiPage = --> <td>A-polynomial</td> |
||
</tr> |
</tr> |
Revision as of 18:37, 25 May 2006
Invariant name | KnotInfoTag | KnotTheory | ReadWiki | Type | WikiPage |
---|---|---|---|---|---|
Crossings | Crossings | Link Presentation | Crossings | ||
Knot Number | KnotNumber | Link Presentation | Number | ||
Knotilus URL | KnotilusURL | Navigation | KnotilusURL | ||
Next Knot | NextKnot | Knot | Navigation | Next_Knot | |
Previous Knot | PreviousKnot | Knot | Navigation | Previous_Knot | |
Gauss Code | GaussCode | GaussCode | Link Presentation | Gauss_Code | |
Planar Diagram | PD | PD | Link Presentation | PD_Presentation | |
Dowker-Thistlethwaite Code | DTCode | DTCode | Knot Presentation | DT_Code | |
SymmetryType | SymmetryType | SymmetryType | 3D Invariant | Symmetry_Type | |
UnknottingNumber | UnknottingNumber | 3D Invariant | Unknotting_Number | ||
ThreeGenus | ThreeGenus | 3D Invariant | 3-Genus | ||
ConcordanceGenus | ConcordanceGenus | 3D Invariant | ConcordanceGenus | ||
BridgeIndex | BridgeIndex | 3D Invariant | Bridge_Index | ||
SuperBridgeIndex | SuperBridgeIndex | 3D Invariant | Super_Bridge_Index | ||
NakanishiIndex | NakanishiIndex | 3D Invariant | Nakanishi_Index | ||
Jones | Jones[#1][q] & | Polynomial Invariant | Jones_Polynomial | ||
Alexander | Alexander[#1][t] & | Polynomial Invariant | Alexander_Polynomial | ||
Multivariable Alexander | MultivariableAlexander[#1][t] & | Polynomial Invariant | Multivariable_Alexander | ||
Determinant | KnotDet | Polynomial Invariant | Determinant | ||
Signature | KnotSignature | Polynomial Invariant | Signature | ||
Conway | Conway[#1][z] & | Polynomial Invariant | Conway_Polynomial | ||
HOMFLYPT | HOMFLYPT[#1][a, z] & | Polynomial Invariant | HOMFLYPT_Polynomial | ||
Kauffman | Kauffman[#1][a, z] & | Polynomial Invariant | Kauffman_Polynomial | ||
Khovanov-Rozansky Polynomial | Polynomial Invariant | Khovanov_Rozansky_Polynomial | |||
Vassiliev2 | Vassiliev[2] | Vassiliev Invariant | V_2 | ||
Vassiliev3 | Vassiliev[3] | Vassiliev Invariant | V_3 | ||
Smooth 4-Genus | smooth_4_genus | 4D Invariant | Smooth4Genus | ||
Topological 4-Genus | topological_4_genus | 4D Invariant | Topological4Genus | ||
Thurston-Bennequin Number | thurston_bennequin_number | 3D Invariant | ThurstonBennequinNumber | ||
Hyperbolic Volume | volume | Hyperbolic Invariant | HyperbolicVolume | ||
Conway Notation | conway_notation | Knot Presentation | Conway Notation | ||
Concordance Order | concordance_order | Concordance Invariant | ConcordanceOrder | ||
Algebraic Concordance Order | concordance_order_algebraic | Concordance Invariant | AlgebraicConcordanceOrder | ||
Ozsvath-Szabo Tau Invariant | ozsvath_szabo_tau | 4D Invariant | TauInvariant | ||
Khovanov s-Invariant | khovanov_s_invariant | 4D Invariant | s-Invariant | ||
Rational Khovanov Polynomial | Kh[#1][q, t] & | Polynomial Invariant | Rational_Khovanov_Polynomial | ||
A-polynomial | A-polynomial |