i5 : symmetricAlgebra(M, Variables=>{x,y,z})
R[x, y, z]
o5 = ---------------------------------------
(- b*x + a*y, - c*y + b*z, - c*x + a*z)
o5 : QuotientRing
|
i6 : symmetricAlgebra(M, VariableBaseName=>G, MonomialSize=>16)
R[G , G , G ]
0 1 2
o6 = ---------------------------------------------
(- b*G + a*G , - c*G + b*G , - c*G + a*G )
0 1 1 2 0 2
o6 : QuotientRing
|
i7 : symmetricAlgebra(M, Degrees=> {3:1})
R[p , p , p ]
0 1 2
o7 = ---------------------------------------------
(- b*p + a*p , - c*p + b*p , - c*p + a*p )
0 1 1 2 0 2
o7 : QuotientRing
|