concept in knot theory
C39092
concept
A concept in knot theory is an abstract idea or construct used to study and classify embeddings of circles (knots) and collections of circles (links) in three-dimensional space up to continuous deformation.
Observed surface forms (5)
- Reidemeister move ×1
- algebraic technique in knot theory ×1
- knot table ×1
- link homology theory ×1
- quantum topology object ×1
Instances (6)
-
Wirtinger
surface form: Wirtinger presentation
- Witten–Reshetikhin–Turaev invariant via concept surface "quantum topology object"
- Hoste–Thistlethwaite–Weeks knot tables via concept surface "knot table"
- Reidemeister moves
- HOMFLY-PT homology via concept surface "link homology theory"
- Fox n-coloring of knots via concept surface "algebraic technique in knot theory"