I want to compute Resultant of two polynomial:
ring r = (0,t), (a(1..3),b(1..3),c(1..3),d(1..3),s) , lp; poly x = s^3 + a(3)*s^2 + a(2)*s + a(3); poly y = s^3 + b(3)*s^2 + b(2)*s + b(3); poly z = s^3 + c(3)*s^2 + c(2)*s + c(3); poly u = s^3 + d(3)*s^2 + d(2)*s + d(3); poly f = x^2 - s*u^2 + s - (s^2*u^2-s)*y^2; poly g = s*x^2 - 2*s^2*u^2 + 1 - s*(s^2*u^2 - s)*z^2; resultant (f,g,s);
But it seems that Singular does not give me the answer, since there comes nothing. Can you help me please? -------------- By the way i have a question, as above, but i want to have a(1..n), b(1..n), c(1..n), d(1..n), so i have to define
int n;
But then i have trouble with writting down polynomials, e.g. i want to define
x = s^n + \sum_{i=1}^{n} a_i * s^{n-i}
How can i represent it in SINGULAR?
I want to compute Resultant of two polynomial:
ring r = (0,t), (a(1..3),b(1..3),c(1..3),d(1..3),s) , lp; poly x = s^3 + a(3)*s^2 + a(2)*s + a(3); poly y = s^3 + b(3)*s^2 + b(2)*s + b(3); poly z = s^3 + c(3)*s^2 + c(2)*s + c(3); poly u = s^3 + d(3)*s^2 + d(2)*s + d(3); poly f = x^2 - s*u^2 + s - (s^2*u^2-s)*y^2; poly g = s*x^2 - 2*s^2*u^2 + 1 - s*(s^2*u^2 - s)*z^2; resultant (f,g,s);
But it seems that Singular does not give me the answer, since there comes nothing. Can you help me please? -------------- By the way i have a question, as above, but i want to have a(1..n), b(1..n), c(1..n), d(1..n), so i have to define
int n;
But then i have trouble with writting down polynomials, e.g. i want to define
x = s^n + \sum_{i=1}^{n} a_i * s^{n-i}
How can i represent it in SINGULAR?
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