Topology Knot Theory

• Research Oriented

• Reference: Knots 

• A Circular History of Knot Theory  - Provides a brief history, diagrams, and the discussion on the knots and related links.
• A Knot Theory Primer  - Contains definitions, a copyright statement, and a discussion of showing knot inequivalence. With contact information.
• Cook's Borromean Ring Links  - Includes a discussion on theorem and conjecture, related links, and pictures. With diagrams for further illustration.
• The Geometry Junkyard: Knot Theory  - Presents an atlas of oriented knots and links, an article of the nonexistence of Borromean rings, and various other information related to knot theory.
• History of Knot Theory  - Presents early papers on Knot Theory, provisional bibliographies, and the books and papers relevant to the subject.
• Kauffman, Louis H  - Provides a personal and professional background of the author. With research areas, notes, tables, and the summations.
• The Knot Plot Site  - Collection of knots and links, viewed from a mathematical perspective.
• Knot Theory  - General theory includes algebraic tangle, alternating knot diagram, and the annulus conjecture.
• Knot Theory Group University of Liverpool  - Research areas include singularity theory and its application, dynamical sytems, knot theory, and the arithmetic and algebraic geometry.
• The Knot Theory Home Page  - Contains a discussion forum on knot theory. Also presents applications, a guestbook, and contact details.
• Knot Theory Invariants: The HOMFLY Polynomial  - Shows a historical background, calculations, and a discussion about isotopy invariant.
• Mathematics and Knots Exhibition  - Discussions include an analogy, classifications, invariants, and a history of knots. With acknowledgements and credits.
• Megamath Knot Theory Page  - Ideas in knot theory include classifying knots, crossings, the zero knot, components of braids, and related links.
• Morwen Thistlethwaite's Home Page  - Contains some domains and limit sets, symmetric links, and symmetric knots. With assorted photos and a biographical summary.
• New Knot Tables  - Provides a biography of the author, some notations, tables, and conclusions. With references and contact details.
• String Figure Mathematics  - Highlights the museums and other institutions, with string figure artifacts. Also presents information on the creation of new string figures.
• Untangling the Mathematics of Knots  - A hands-on exploration of the fundamental ideas of Knot Theory. A variety of activities for exploring knots made from pieces of rope.