-- -*- M2-comint -*- hash: 3027082626881945673

i1 : R = QQ[a..d];

i2 : J = monomialCurveIdeal(R,{1,3,4})

                        3      2     2    2    3    2
o2 = ideal (b*c - a*d, c  - b*d , a*c  - b d, b  - a c)

o2 : Ideal of R

i3 : M = Ext^2(R^1/J, R)

o3 = cokernel {-3} | c  a  0 b 0 |
              {-3} | -d -b c 0 a |
              {-3} | 0  0  d c b |

                            3
o3 : R-module, quotient of R

i4 : annihilator M

                        3      2     2    2    3    2
o4 = ideal (b*c - a*d, c  - b*d , a*c  - b d, b  - a c)

o4 : Ideal of R

i5 : A = R/(a*b, a*c, a*d)

o5 = A

o5 : QuotientRing

i6 : ann a

o6 = ideal (d, c, b)

o6 : Ideal of A

i7 : annihilator(M, Strategy => Quotient)

                        3      2     2    2    3    2
o7 = ideal (b*c - a*d, c  - b*d , a*c  - b d, b  - a c)

o7 : Ideal of R

i8 : 
