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___F__G__L__M.out
-- -*- M2-comint -*- hash: 6100227672536157565 i1 : R1 = QQ[x,y,z, MonomialOrder => GRevLex] o1 = R1 o1 : PolynomialRing i2 : I1 = ideal(x*y + z - x*z, x^2 - z, 2*x^3 - x^2*y*z - 1) 2 2 3 o2 = ideal (x*y - x*z + z, x - z, - x y*z + 2x - 1) o2 : Ideal of R1 i3 : R2 = QQ[x,y,z, MonomialOrder => Lex]; i4 : I2 = sub(I1, R2); o4 : Ideal of R2 i5 : gens gb I2 -- performs computation in R2 o5 = | z6-z5-4z4-2z3+1 7y-4z5+5z4+13z3+10z2-6z-2 7x+4z5-5z4-13z3-10z2-z+2 | 1 3 o5 : Matrix R2 <-- R2 i6 : G1 = gb I1; -- performs computation in R1 i7 : gens fglm(G1, R2) o7 = | z6-z5-4z4-2z3+1 7y-4z5+5z4+13z3+10z2-6z-2 7x+4z5-5z4-13z3-10z2-z+2 | 1 3 o7 : Matrix R2 <-- R2 i8 :