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betterNormalizationMap(...,Strategy=>...) -- controls what strategy is used in calls to integralClosure
Description
These options are passed along whenever the functions call integralClosure.
Further information
Default value:
{}
Function:
betterNormalizationMap
-- normalizes non domains
Option key:
Strategy
-- an optional argument
See also
integralClosure(...,Strategy=>...)
-- control the algorithm used
Functions with optional argument named
Strategy
:
addHook(...,Strategy=>...)
-- see
addHook
-- add a hook function to an object for later processing
adjoint(...,Strategy=>...)
(missing documentation)
annihilator(...,Strategy=>...)
-- see
annihilator
-- the annihilator ideal
basis(...,Strategy=>...)
-- see
basis
-- basis or generating set of all or part of a ring, ideal or module
betterNormalizationMap(...,Strategy=>...)
-- controls what strategy is used in calls to integralClosure
seminormalize(...,Strategy=>...)
mingens(...,Strategy=>...)
-- see
Complement
-- a Strategy option value
trim(...,Strategy=>...)
-- see
Complement
-- a Strategy option value
compose(Module,Module,Module,Strategy=>...)
-- see
compose
-- composition as a pairing on Hom-modules
determinant(...,Strategy=>...)
-- choose between Bareiss, Cofactor and Dynamic algorithms
dual(ChainComplex,Strategy=>...)
(missing documentation)
dual(Matrix,Strategy=>...)
(missing documentation)
dual(MonomialIdeal,List,Strategy=>...)
-- see
dual(MonomialIdeal,Strategy=>...)
dual(MonomialIdeal,RingElement,Strategy=>...)
-- see
dual(MonomialIdeal,Strategy=>...)
dual(MonomialIdeal,Strategy=>...)
End(...,Strategy=>...)
-- see
End
-- module of endomorphisms
exteriorPower(...,Strategy=>...)
-- choose between Bareiss, Cofactor and Dynamic algorithms
gb(...,Strategy=>...)
-- see
gb
-- compute a Gröbner basis
GF(...,Strategy=>...)
-- see
GF
-- make a finite field
groebnerBasis(...,Strategy=>...)
-- see
groebnerBasis
-- Gröbner basis, as a matrix
Hom(...,Strategy=>...)
-- see
Hom
-- module of homomorphisms
homomorphism'(...,Strategy=>...)
-- see
homomorphism'
-- get the element of Hom from a homomorphism
hooks(...,Strategy=>...)
-- see
hooks
-- list hooks attached to a key
intersect(Ideal,Ideal,Strategy=>...)
-- see
intersect(Ideal,Ideal)
-- compute an intersection of a sequence of ideals or modules
intersect(Module,Module,Strategy=>...)
-- see
intersect(Ideal,Ideal)
-- compute an intersection of a sequence of ideals or modules
isPrime(Ideal,Strategy=>...)
-- see
isPrime(Ideal)
-- whether an ideal is prime
match(...,Strategy=>...)
-- see
match
-- regular expression matching
decompose(Ideal,Strategy=>...)
-- see
minimalPrimes
-- minimal primes of an ideal
minors(...,Strategy=>...)
-- choose between Bareiss, Cofactor and Dynamic algorithms
parallelApply(...,Strategy=>...)
-- see
parallelApply
-- apply a function to each element in parallel
pushForward(...,Strategy=>...)
(missing documentation)
quotient(...,Strategy=>...)
resolution(...,Strategy=>...)
saturate(...,Strategy=>...)
syz(...,Strategy=>...)
-- see
syz(Matrix)
-- compute the syzygy matrix