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{{Manual TOC Sidebar}} |
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[[The Jones Polynomial]] |
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[[Printable Manual|Printable version]] |
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* [[Acknowledgement]] |
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* [[Setup]] |
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* [[Naming and Enumeration]] |
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* [[Presentations]] |
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** [[Planar Diagrams]] |
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*** [[Planar Diagrams: Some further details]] |
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** [[Gauss Codes]] |
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** [[DT (Dowker-Thistlethwaite) Codes]] |
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** [[Braid Representatives]] |
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* [[Graphical Output]] |
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** [[Drawing Planar Diagrams]] |
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*** [[How does DrawPD work?]] |
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** [[Drawing Braids]] |
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* [[Structure and Operations]] |
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* [[Invariants]] |
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** [[Invariants from Braid Theory]] |
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** [[Three Dimensional Invariants]] |
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** [[The Alexander-Conway Polynomial]] |
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** [[The Determinant and the Signature]] |
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** [[The Jones Polynomial]] |
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*** [[How is the Jones polynomial computed?]] |
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** [[The Coloured Jones Polynomials]] |
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** [[The A2 Invariant]] |
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** [[The HOMFLY-PT Polynomial]] |
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** [[The Kauffman Polynomial]] |
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** [[Finite Type (Vassiliev) Invariants]] |
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** [[7.11 Khovanov Homology]] |
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* [[Extras]] |
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[[Image:KnotTheory 240.gif|frame|center|[[Setup|Download / Setup]]]] |
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* 8.1 Drawing with TubePlot |
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o 8.1.1 Standalone TubePlot |
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# 9 Lightly Documented Features |
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# 10 Further Knot Theory Software |
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* 10.1 KnotPlot |
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* 10.2 Knotscape |
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# 11 About this Manual... |
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# Bibliography |
Latest revision as of 06:43, 5 January 2009
This manual describes the Mathematica package KnotTheory`, the main tool used to produce The Knot Atlas.