Algorithm for computing Bernstein-Sato ideals associated with a polynomial mapping.
Journal of Symbolic Computation 32, 643-662, 2001.

• Charger le fichier.pdf

• Abstract

  Let f₁, . . . , f_p be polynomials in n variables with coefficients in a field K.
  We associate with these polynomials a number of functional equations and related ideals B, B_j and B of K[ s₁, . . . , s_p] called Bernstein-Sato ideals.
  Using standard basis techniques, our aim is to present an algorithm for computing generators of B_j and B.