Examples/classes:
Types
Related concepts:
The trivial knot is called the unknot.
Similarly, a link whose components are unknots not linked with each other is called an unlink.
An unknot is any knot isotopic to the flat circle embedded in the -plane of .
See also
Computation of the perturbative Wilson loop observable (universal Vassiliev invariant) of the unknot (“Wheels theorem”):
following
On machine learning the detection of unknots:
Exposition in:
Last revised on July 24, 2024 at 18:59:00. See the history of this page for a list of all contributions to it.