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List of special polynomials
from Wikipedia, the free encyclopedia
The following polynomials are of particular importance in various areas of mathematics.
Alexander polynomial
(
knot theory
)
Bell polynomial
Bernoulli polynomial
Bernstein Polynomial
(
Numerics
)
Bernstein-Sato polynomial
characteristic polynomial
(
linear algebra
)
chromatic polynomial
(
graph theory
)
Ehrhart polynomial
Eisenstein Polynomial
(
Algebra
)
elementary symmetric polynomial
Faber polynomial
Fibonacci polynomial
Gegenbauer polynomial
(
analysis
)
Hermitian Polynomial
(
Physics
)
HOMFLY polynomial
(
knot theory
)
homogeneous polynomial
Hurwitz polynomial
irreducible polynomials
(
algebra
,
number theory
)
Jacobi polynomial
Jones polynomial
(
knot theory
)
Kauffman polynomial
(
knot theory
)
Circle division polynomial
(
algebra
)
Lagrange polynomial
(
numerics
)
Laguerre polynomials
Legendre polynomial
Minimal polynomial
(
linear algebra
,
algebra
)
Monom
Newton Polynomial
(
Numerics
)
orthogonal polynomials
Reciprocal Polynomial
(
Algebra
)
Schur polynomial
symmetric polynomial
Taylor Polynomial
(
Analysis
)
Touchard polynomial
trigonometric polynomial
(
analysis
)
Chebishev polynomial
Tutte polynomial
(matroid theory)
Wilkinson's polynomial
Zernike Polynomial
(
Geometric Optics
)
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