Symbolic powers of planar point configurations II

Abstract

We study initial sequences of various configurations of planar points. We answer several questions asked in our previous paper (Symbolic powers of planar point configurations), and we extend our considerations to the asymptotic setting of Waldschmidt constants. We introduce the concept of Bezout Decomposition which might be of independent interest.

This article is a sequel to arXiv:1205.6002. 15 pages

References in corpus (3)

• Resurgences for ideals of special point configurations in ${\mathbf{P}}^N$ coming from hyperplane arrangements
• Bounded Negativity and Arrangements of Lines
• The effect of points fattening on Hirzebruch surfaces

Cited by in corpus (1)

• Initial sequences and Waldschmidt constants of planar point configurations