Multiplier ideals of general line arrangements in C^3

Abstract

We consider the multiplier ideals of the ideal of a reduced union of lines through the origin in C^3. For general arrangements of lines, we calculate the multiplier ideals.

14 pages

References in corpus (2)

• Uniform Bounds and Symbolic Powers on Smooth Varieties
• On the intersection of the curves through a set of points in P^2

Cited by in corpus (7)

• Line arrangements with the maximal number of triple points
• On the intersection of the curves through a set of points in P^2
• On absolute linear Harbourne constants
• An Elementary Approach to Containment Relations Between Symbolic and Ordinary Powers of Certain Monomial Ideals
• Multiplier ideals of analytically irreducible plane curves
• Multiplier ideals of monomial space curves
• Decompositions of ideals of minors meeting a submatrix