Standard classes on the blow-up of P^n at points in very general position

Abstract

We study conjectures on the dimension of linear systems on the blow-up of P^2 and P^3 at points in very general position. We provide algorithms and Maple codes based on these conjectures.

arXiv comment12 pages

Cited by in corpus (3)

• On linear systems of ${\mathbb{P}}^3$ with nine base points
• Secant varieties of Segre-Veronese embeddings of (P^1)^r
• Postulation of general quintuple fat point schemes in P^3