integralClosure -- integral closure of an ideal or a domain

Ways to use integralClosure:

• integralClosure(Ideal) -- see integralClosure(Ideal,RingElement,ZZ) -- integral closure of an ideal in an affine domain
• integralClosure(Ideal,RingElement) -- see integralClosure(Ideal,RingElement,ZZ) -- integral closure of an ideal in an affine domain
• integralClosure(Ideal,RingElement,ZZ) -- integral closure of an ideal in an affine domain
• integralClosure(Ideal,ZZ) -- see integralClosure(Ideal,RingElement,ZZ) -- integral closure of an ideal in an affine domain
• integralClosure(Ring) -- compute the integral closure (normalization) of an affine domain
• integralClosure(Ring,Ring) -- compute the integral closure (normalization) of an affine reduced ring over a base ring

For the programmer

The object integralClosure is a method function with options.

The source of this document is in /build/macaulay2-88fgJW/macaulay2-1.25.11+ds/M2/Macaulay2/packages/IntegralClosure.m2:1170:0.