Table of Link Invariants

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Welcome to LinkInfo. Check the desired boxes in the sections below and then click SUBMIT on the page to produce your desired table of link invariants.

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Names and descriptions. Please select the naming and notational descriptions desired. Names are linked to diagrams.
Name Name Rank Orientation Name - Unoriented
Unoriented Rank Alternating Gauss Notation PD Notation (vector)
PD Notation (KnotTheory) Braid Notation Arc Notation DT code
Rolfsen Name
Three-Dimensional Invariants.
Components Crossing Number Determinant Linking Matrix
Nullity Seifert Matrix Signature Splitting Number
Unlinking Number
Concordance and Four-Dimensional Invariants.
Smooth Four Genus
Polynomial Invariants.
Multivariable Alexander Polynomial Conway Polynomial Jones Polynomial HOMFLYPT Polynomial
Kauffman Polynomial Khovanov Polynomial
Show polynomials as coefficient vectors 
Hyperbolic Invariants.
Diagrams and Other Information. Check if you want to see small diagrams (linked to larger figures) and if you want the table to include links to the Knot Atlas site.
Diagram Knot Atlas
Submission. Click to submit query.

Linkinfo was created and is maintained by Chuck Livingston with the assistance of Jae Choon Cha. Please send your comments to Chuck Livingston: Linkinfo is partially supported by Indiana University and by the NSF. Privacy Notice

Charles Livingston
Department of Mathematics
Indiana University
Bloomington, IN 47405, U.S.A.
Jae Choon Cha
Department of Mathematics
Pohang Gyungbuk 790-784, Republic of Korea