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Darnière, Luck - Département de Mathématiques, Université d'Angers
Nonsingular Hasse principle for rings L. Darni`ere
manuscripta mathematica manuscript No. (will be inserted by the editor)
(Co)dimension (co)Heyting
Completions completions of
On Bellissima's construction of the finitely generated free Heyting algebras, and beyond
Codimension and pseudometric in co-Heyting Luck Darni`ere
Model-completion of scaled lattices Luck Darni`ere
Pseudo algebraically closed rings L. Darni`ere
Contemporary Mathematics Decidability and LocalGlobal Principles
Nonsingular Hasse principle for rings L. Darni`ere
Nonsingular Hasse principle for rings I L. Darni`ere
En dehors des nombreuses coquilles et de quelques complications inutiles, on m'a si gnal'e deux erreurs notables dans le paragraphe III.2 de ma th`ese. Je profite d'ailleurs de
Modelcompletion of scaled lattices Luck Darniere
N ffi d'ordre : 1915 Universit'e de Rennes I
ESENTATION DE LA TH ` PARTIE 1. Motscl'es : principe de Hasse, d'ecidabilit'e, axiomatisation
Local-Global Principle for rings Luck Darni`ere
Model-completion of scaled lattices* Luck Darni`erey
Axiomatizing intersection theory over local fields L. Darni`ere
Pseudo algebraically closed rings L. Darni`ere
Nonsingular Hasse principle for rings L. Darni`ere
UNIVERSITE'DE RENNES I S'eminaire de g'eom'etrie alg'ebrique, octobre 1997
UNIVERSITE'DENIS DIDEROT (PARIS VII) S'eminaire de structures alg'ebriques ordonn'ees, Avril 1998
UNIVERSITE'DENIS DIDEROT (PARIS VII) S'eminaire g'en'eral de th'eorie des mod`eles, novembre 1997
| manuscripta mathematica manuscript No. * | (will be inserted by the editor) *
Contemporary Mathematics Decidability and Local-Global Principles
Model-completion of scaled lattices Luck Darniere
1 PR'ESENTATION DE LA TH`ESE
NO d'ordre : 1915 Universit'e de Rennes I
Nonsingular Hasse principle for rings I L. Darni`ere
ERRATUM En dehors des nombreuses coquilles et de quelques complications inutiles, o*
Nonsingular Hasse principle for rings L. Darni`ere
