The Mathematica Package KnotTheory`

Download / Setup

This manual describes the Mathematica package KnotTheory`, the main tool used to produce The Knot Atlas.

Printable version

The Mathematica Package KnotTheory`

• Acknowledgement
• Setup
• Naming and Enumeration
• Presentations
  • Planar Diagrams
    • Some further details
  • Gauss Codes
  • DT (Dowker-Thistlethwaite) Codes
  • Braid Representatives
  • MorseLink Presentations
  • Conway Notation
• Graphical Input
• Graphical Output
  • Drawing Planar Diagrams
    • How does it work?
  • Drawing MorseLink Presentations
  • Drawing Braids
• Structure and Operations
• Invariants
  • Invariants from Braid Theory
  • Three Dimensional Invariants
  • The Alexander-Conway Polynomial
  • The Multivariable Alexander Polynomial
  • The Determinant and the Signature
  • The Jones Polynomial
    • How is the Jones polynomial computed?
  • The Coloured Jones Polynomials
  • The A2 Invariant
  • Quantum knot invariants
  • The HOMFLY-PT Polynomial
  • The Kauffman Polynomial
  • Finite Type (Vassiliev) Invariants
  • Khovanov Homology
  • R-Matrix Invariants
• Extras Included with KnotTheory`
  • Drawing with TubePlot
    • Standalone_TubePlot
  • Using the LinKnot package
  • WikiLink
  • QuantumGroups`
• Lightly Documented Features
• A Sample KnotTheory` Session
• Further Knot Theory Software
  • KnotPlot
  • Knotscape
• Extending/Modifying KnotTheory`
• List of Modules in KnotTheory`
• How to Edit this Manual...

Edit the TOC

Buy replica watch Buy penis enlargement pill Buy fake rolex Buy fake watch Buy penis enlargement pill Buy Watch Replica Buy watch rolex Buy swiss watch replica Buy watch replica Buy watch replica Buy gucci watch Buy rolex replicas rolex daytona watch Buy replica fake watch Buy replica fake watch Buy Fake Rolex Watch Buy penis enlargement pill Buy watch replica Buy watch replica Buy rolex watch Buy replica watch rolex replica watch rolex replica