
7.2.1.4 ideal related functions (plural)
dim
 GelfandKirillov dimension of basering modulo the ideal of leading terms (see dim (plural))
eliminate
 elimination of variables (see eliminate (plural))
intersect
 ideal intersection (see intersect (plural))
kbase
 vector space basis of basering modulo the leading ideal
(see kbase (plural))
lead
 leading terms of a set of generators (see lead)
lift
 liftmatrix (see lift (plural))
liftstd
 left Groebner basis and transformation matrix computation (see liftstd (plural))
maxideal
 generators of a power of the maximal ideal at 0 (see maxideal)
modulo
 represents
(see modulo (plural))
mres
 minimal free resolution of an ideal and a minimal set
of generators of the given ideal
(see mres (plural))
ncols
 number of columns (see ncols)
nres
 computes a free resolution of an ideal resp. module M which is
minimized from the second free module on (see nres (plural))
oppose
 creates an opposite ideal of a given ideal from the given ring into a basering (see oppose)
preimage
 preimage under a ring map (see preimage (plural))
quotient
 ideal quotient (see quotient (plural))
reduce
 left normal form with respect to a left Groebner basis (see reduce (plural))
simplify
 simplify a set of polynomials (see simplify)
size
 number of nonzero generators (see size)
slimgb
 left Groebner basis computation with slim technique (see slimgb (plural))
std
 left Groebner basis computation (see std (plural))
subst
 substitute a ring variable (see subst (plural))
syz
 computation of the first syzygy module (see syz (plural))
twostd
 twosided Groebner basis computation (see twostd (plural))
vdim
 vector space dimension of basering modulo the leading ideal (see vdim (plural))
