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December 5, 2010 | History
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Previews available in: English
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Edition | Availability |
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1
Mystery of Knots: Computer Programming for Knot Tabulation
1999, World Scientific Publishing Co Pte Ltd
in English
9812796061 9789812796066
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WorldCat
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2
The mystery of knots: computer programming for knot tabulation
1999, World Scientific
in English
9810238789 9789810238780
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Libraries near you:
WorldCat
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Book Details
Table of Contents
Pt. 1. A Knot Theory Primer. 1. A General Understanding of Topology. 2. Knot Theory as a Branch of Topology. 3. The Regular Presentations of Knots. 4. The Equivalence Moves. 5. The Knot Invariants. 6. Elements of Group Theory. 7. The Fundamental Group. 8. The Knot Group. 9. The Colorization Invariants. 10. The Alexander Polynomial. 11. The Theory of Linear Homogeneous Systems. 12. Calculating the Alexander Polynomial. 13. The "minor" Alexander Polynomials. 14. The Meridian-Longitude Invariants. 15. Proving a Knot's Chirality. 16. Braid Theory - Skein Invariants. 17. Calculating the HOMFLYPT Polynomials. 18. Knot Theory after the HOMFLYPT
Pt. 2. The Problem of Knot Tabulation. 1. Basic Concepts of Computer Programming. 2. The Dowker Notation. 3. Drawing the Knot. 4. When is a Notation Drawable? 5. The "Equal Drawability" Moves. 6. Multiple Notations for Equivalent Knots. 7. Ordering the Dowker Notations. 8. Calculating the Notation Invariants. 9. A Few Examples. 10. The Knot Tabulation Algorithm. 11. The Pseudocode. 12. The Flowchart. 13. Actual Results
Pt. 3. The Table of Knots.
Edition Notes
Includes bibliographical references (p. 383-387) and index.
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Feedback?December 5, 2010 | Edited by Open Library Bot | Added subjects from MARC records. |
April 28, 2010 | Edited by Open Library Bot | Linked existing covers to the work. |
December 10, 2009 | Created by WorkBot | add works page |