Category:Knot theory

From Biocrawler, the free encyclopedia.

Knot theory is a branch of topology that concerns itself with abstract properties of mathematical knots — the spatial arrangements that in principle could be assumed by a closed loop of string.

For more information, see the main article about Knot theory.

Subcategories

There is 1 subcategory to this category.

K

• Knots

Articles in category "Knot theory"

There are 33 articles in this category.

A Alternating knot B Band sum Braid group Braid theory C Chirality (mathematics) Crossing number F Fibered knot Figure-eight knot (mathematics) H Hopf link Hyperbolic link K Knot (mathematics)

K cont. Knot complement Knot group Knot invariant Knot polynomial Knot theory L Link (mathematics) Linking number List of mathematical knots and links Loop (knot) P Planar algebra Pretzel link Prime knot

Q Quandle (knot theory) Khipu S Seifert surface Signature of a knot Skein relation T Torus knot Trefoil knot U Unknot W Whitehead link Writhe

(-2,3,7) pretzel kno... 885 bytes

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