In this paper we review some recent results in the theory of Galois coverings of curves obtained by rigid geometrie methods. Our starting point is a p-adic analogue of the Inverse Galois Problem. We then introduce rigid analytic spaces and show how they may be used as a tool to construct coverings.
Rigid geometry and Galois extensions of function fields in one variable
GARUTI, MARCO-ANDREA
1995
Abstract
In this paper we review some recent results in the theory of Galois coverings of curves obtained by rigid geometrie methods. Our starting point is a p-adic analogue of the Inverse Galois Problem. We then introduce rigid analytic spaces and show how they may be used as a tool to construct coverings.File in questo prodotto:
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