Constructing Gröbner Basis by Interpolation
Date: July 18th (Thursday)
Time: 11:30-12:00
Abstract
The talk is concerned with an algorithm to find a minimal Groebner basis for an
ideal which is given as the joint kernel of linearly independent linear functionals - the
generic example is Lagrange interpolation at a finite set of pairwise distinct points. The
method results from constructing a particular polynomial subspace which admits unqiue
interpolation and satisfies certain other constraints.
