[SciPy-User] kernel of multivariate polynomial function

[Bastian Weber]

Hello,

is there an easy way to find numerically the set where a polynomial 
function of n unknowns is zero?


If the function were f(x1,..xn) = x1**2+...+xn**2 -1, then this set 
would be the (n-1)-dimensional unit sphere. However, in my case the 
function has arbitrary coefficients.

(Still I am not sure what a proper representation of such a set would be)

Best regards,
Bastian.