On the Existence of Geometric Models for Function Fields in Several Variables

Abstract

In this paper we will give an explicit construction of the geometric model for a prescribed extension of a function field in several variables over a number field. As a by-product, we will also prove the existence of quasi-galois closed covers of arithmetic schemes (in eprint arXiv:0907.0842).

Cite this paper

@inproceedings{An2009OnTE, title={On the Existence of Geometric Models for Function Fields in Several Variables}, author={F . P . An}, year={2009} }