Celebratio Mathematica — van den Dries

Complete Bibliography

Works connected to Samuel Wolfenstein

Filter the Bibliography List

year	title	people

			clear

L. van den Dries and P. Ribenboim: “An application of Tarski’s principle to absolute Galois groups of function fields,” pp. 131–148 in Algebra and order (Luminy, France, 1984). Edited by S. Wolfenstein. Research and Exposition in Mathematics 14. Heldermann (Berlin), 1986. MR 891455 Zbl 0645.12010 incollection

The subject matter of this paper is the Galois theory of function fields, the methods involve the transfer principle of Lefschetz and similar ones.

This article has been circulating in preprint form since 1976 (Queen’s Mathematics Preprint No. 1976-5) and some of the results have in the meantime been published by the authors [1979] (with other proofs) and by Schuppar [1980]. Yet, the recent developments of real algebraic geometry and the kind encouragement of M. Knebusch have prompted us to present it at the occasion of the First International Symposium on Ordered Algebraic Structures, held in Luminy, June 1984. Indeed, we note especially our semi-algebraic definition of the fundamental group, and the semi-algebraic path-lifting and monodromy theorems, which anticipated but did not influence the more general development of semi-algebraic topology by Delfs and Knebusch.

Paulo Ribenboim	Related
Samuel Wolfenstein	Related