The Igusa local zeta function for $x^n+y^m$
Number Theory
2015-09-02 v1
Abstract
This paper provides specific results on the Igusa local zeta function for the curves . In addition to specific results, we give an introduction to -adic analysis and a discussion of various methods which have been used to compute these zeta functions. The paper was written by the 1992 REU group in -adic analysis supervised by Margaret Robinson. It has been available on the Mount Holyoke REU website.
Cite
@article{arxiv.1207.2474,
title = {The Igusa local zeta function for $x^n+y^m$},
author = {Rebecca Field and Vibhavaree Gargeya and Margaret M. Robinson and Frederic Schoenberg and Ralph Scott},
journal= {arXiv preprint arXiv:1207.2474},
year = {2015}
}