A note on Mustata's computation of multiplier ideals of hyperplane arrangements
arXiv:math/0610303 · doi:10.1090/S0002-9939-07-09177-0
Abstract
M. Mustata used jet schemes to compute the multiplier ideals of reduced hyperplane arrangements. We give an alternate proof using a log resolution, which is simpler and allows us to consider non-reduced arrangements. By applying the idea of wonderful models introduced by De Concini--Procesi, we also simplify the result.
5 pages; comments welcome