net(Subring) -- Short summary of a subring

Description

i1 : R = QQ[x,y];

i2 : S = subring{x^2,x*y^2,y^4}

o2 = QQ[p_0..p_2], subring of R

o2 : Subring

See also

• Subring -- The type of all subrings
• subring -- Constructs a subring of a polynomial ring.
• generators(Subring) -- A generating set of a subring
• ambient(Subring) -- The ambient ring of a subring
• numgens(Subring) -- The number of generators of a subring
• net(SAGBIBasis) -- Short summary of a subalgebra basis computation object
• flattenedRing(Subring) -- The flattened ring of a subring or sagbiBasis