Points : Table of Contents

Points  A package for making and studying points in affine and projective spaces

affineFatPoints  produces the ideal and initial ideal from the coordinates of a finite set of fat points



affinePoints  produces the ideal and initial ideal from the coordinates of a finite set of points


affinePointsMat  produces the matrix of values of the standard monomials on a set of points


expectedBetti  The betti table of r points in Pn according to the minimal resolution conjecture


omegaPoints  linear part of the presentation of canonical module of points

points  make the ideal of a set of points

projectiveFatPoints  produces the ideal and initial ideal from the coordinates of a finite set of fat points



projectivePoints  produces the ideal and initial ideal from the coordinates of a finite set of projective points




randomPointsMat  matrix of homogeneous coordinates of random points in projective space
