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# PolynomialIdeals

## Category Documents

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compute the sum of ideals

PolynomialIdeals/PrimaryDecomposition
compute a primary decomposition of an ideal

PolynomialIdeals/IdealContainment
test for ideal membership

test whether an ideal is radical

PolynomialIdeals/Saturate
saturate an ideal

PolynomialIdeals/Simplify
put an ideal into a canonical form

PolynomialIdeals/UnivariatePolynomial
compute the smallest univariate polynomial in an ideal

PolynomialIdeals/VanishingIdeal
compute the vanishing ideal for finite a set of points

PolynomialIdeals/ZeroDimensionalDecomposition
decompose an ideal into zero-dimensional ideals

PolynomialIdeals/Operators
binary operators for ideals

PolynomialIdeals/HilbertDimension
compute the Hilbert dimension of an ideal

PolynomialIdeals/Intersect
intersect two or more ideals

PolynomialIdeals/IsPrime
test whether an ideal is prime

PolynomialIdeals/IdealInfo

PolynomialIdeals/Contract
contract an ideal to a larger ring

PolynomialIdeals/EliminationIdeal
eliminate variables from an ideal (subring intersection)

PolynomialIdeals/EquidimensionalDecomposition
Decompose an ideal into ideals of distinct dimension

PolynomialIdeals/PolynomialIdeal
construct a polynomial ideal

examples/PolynomialIdeals
The PolynomialIdeals Package

PolynomialIdeals
Introduction to the `PolynomialIdeals` Package

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