The Briacon-Skoda Number of Analytic Irreducable Planar Curves
Artikel i vetenskaplig tidskrift, 2014
The Briancon-Skoda number of a ring R is defined as the smallest integer k, such that for any ideal I subset of R and l >= 1, the integral closure of Ik+l-1 is contained in P. We compute the Briangon-Skoda number of the local ring of any analytic irreducible planar curve in terms of its Puiseux characteristics. It turns out that this number is closely related to the Milnor number.
residue currents
Briancon-Skoda theorem
Puiseux pairs
Milnor number