i2 : I = 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
|
i4 : M/toString/print;
{b*d^2, a*d, a*c^2, a^2*c}
{c^3, a*d, a*c^2, a^2*c}
{c^3, b*c, a*c^2, a^2*c, a^3*d}
{c^3, b*c, b^4, a*c^2, a^2*c}
{c^3, b*c, b^3, a*c^2}
{c^3, b*c, b^2*d, b^3}
{b*d^2, b^2*d, a*d, a^2*c}
{b*d^2, b^2*d, b^3, a*d}
{b*d^2, b*c, b^2*d, b^3, a*d^3}
{c^4, b*d^2, b*c, b^2*d, b^3}
|
i5 : L/toString/print;
{-c^3+b*d^2, -b*c+a*d, a*c^2-b^2*d, -b^3+a^2*c}
{c^3-b*d^2, -b*c+a*d, a*c^2-b^2*d, -b^3+a^2*c}
{c^3-b*d^2, b*c-a*d, a*c^2-b^2*d, -b^3+a^2*c, -b^4+a^3*d}
{c^3-b*d^2, b*c-a*d, b^4-a^3*d, a*c^2-b^2*d, -b^3+a^2*c}
{c^3-b*d^2, b*c-a*d, b^3-a^2*c, a*c^2-b^2*d}
{c^3-b*d^2, b*c-a*d, -a*c^2+b^2*d, b^3-a^2*c}
{-c^3+b*d^2, -a*c^2+b^2*d, -b*c+a*d, -b^3+a^2*c}
{-c^3+b*d^2, -a*c^2+b^2*d, b^3-a^2*c, -b*c+a*d}
{-c^3+b*d^2, b*c-a*d, -a*c^2+b^2*d, b^3-a^2*c, -c^4+a*d^3}
{c^4-a*d^3, -c^3+b*d^2, b*c-a*d, -a*c^2+b^2*d, b^3-a^2*c}
|