The Valuation Theory Home Page
Proceedings of the Valuation Theory Conference, Saskatoon 1999
These proceedings appeared in two volumes in the
Fields Institute Communications Series, published
by the American Mathematical Society.
Volume I appeared July 2002.
Volume II appeared September 2003.
Contents of Volume I

Shreeram S. Abhyankar: Two step descent in modular Galois theory,
31 pages

Serban Basarab: The arithmeticarboreal structure of a Prüfer
domain I, 18 pages

Hans Brungs and Günter Törner: Left valuation rings, left
cones, and a question of Frege's, 7 pages

Vincent Cossart, Olivier Piltant and Ana J. RegueraLopez: Divisorial
valuations on rational surface singularities,
13 pages

Tom Craven: *valuations and Hermitian forms on skew fields,
13 pages

Steven Dale Cutkosky: Resolution of morphisms,
24 pages

Tim Gardener and Hans Schoutens: Rigid subanalytic sets,
10 pages

Joachim Gräter: Dubrovin valuation rings and orders in central
simple algebras, 11 pages

Helen G. Grundman and Tara Smith: Qadequate bicyclic bicubic
fields, 11 pages

David Harbater and Marius van der Put: Valued fields and covers in
characteristic p
(with appendix Supplements in p' by quasi
pgroups by Robert Guralnick),
30 pages

Urs Hartl: Line bundles on rigid analytic spaces,
13 pages

Pascal Hitzler and Tony Seda: The FixedPoint Theorems of PriessCrampe
and Ribenboim in Computational Logic,
17 pages

Sudesh K. Khanduja: The minimum property for Krasner's constant,
10 pages

Henri Lombardi: About Merckel's lemma,
4 pages

MariEmi Alonso and Henri Lombardi: Generalized Taylor formulas,
computations in real closed valued fields and quantifier elimination,
25 pages

Alexander Prestel: Bounds for representations of polynomials positive
on compact semialgebraic sets,
7 pages

Alexander Prestel and Niels Schwartz: Model theory of real closed
rings, 30 pages

Marius van der Put: Valuation theory in rigid geometry and curves
over valuation rings, 15 pages

Peter Roquette: History of Valuation Theory, Part I,
65 pages

Joachim Schmid: A density property for PpC fields,
12 pages

Adrian Wadsworth: Valuation theory on finite dimensional division
algebras, 65 pages
Contents of Volume II
 K. Aghigh and S. K. Khanduja: A note on tame fields
 M. Aschenbrenner: Some remarks about asymptotic
couples
 H. H. Brungs, H. Marubayashi, and E. Osmanagic: Prime
segments for cones and rings
 V. Cossart and G. MorenoSocias: Irreducibility
criterion: A geometric point of view
 J. Denef and H. Schoutens: On the decidability of the
existential theory of F_{p}[[t]]
 W. Gao, D. B. Leep, J. Minác, and T. L. Smith:
Galois groups over nonrigid fields
 B. Green: Automorphisms of formal power series rings over a
valuation ring
 H. Knaf: Regular curves over Prüfer domains
 J. Koenigsmann: Encoding valuations in absolute Galois
groups
 F.V. Kuhlmann, H. Lombardi, and H. Perdry: Dynamic
computations inside the algebraic closure of a valued field
 G. Leloup: Preorders, rings, latticeordered groups and
formal power series
 F. Lorenz and P. Roquette: The theorem of GrunwaldWang in
the setting of valuation theory
 R. I. Michler: Invariants of singular plane curves
 J. Ohm: Vrational fields
 H. Perdry: A generalization of Hensel's lemma
 F. Pop: Classically projective groups and pseudo
classically closed fields
 P. PopescuPampu: Approximate roots
 T. Scanlon: Quantifier elimination for the relative
Frobenius
 E. Schörner: Ultrametric fixed point theorems and
applications
 B. Teissier: Valuations, deformations, and toric
geometry
Last update: November 6, 2019  created and
maintained by FranzViktor Kuhlmann