Laurent polynomial-valued invariant
C51573
concept
A Laurent polynomial-valued invariant is a quantity assigned to mathematical objects (such as knots, links, or manifolds) that remains unchanged under specified transformations and takes the form of a Laurent polynomial in one or more variables.
Observed surface forms (1)
- invariant of singularities ×1
Instances (2)
- Alexander polynomial
- Bernstein–Sato polynomial via concept surface "invariant of singularities"