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Model theory, algebra, and geometry

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Author(s): Haskell Deirdre, Pillay A., Steinhorn C. (eds.)
Series: Mathematical Sciences Research Institute.; Mathematical Sciences Research Institute publications
Edition: Digitally print. version
Publisher: Cambridge University Press
Year: 2000

Language: English
Pages: 227
City: Cambridge
Tags: Algebraischer KoĢˆrper.;Geometrie.;Modelltheorie.

Content: Overview Anand Pillay, Charles Steinhorn, and Deirdre Haskell
1. Introduction to model theory David Marker
2. Classical model theory of fields Lou van den Dries
3. Model theory of differential fields David Marker
4. A survey on the model theory of differential fields Zoe Chatzidakis
5. Notes on o-minimality and variations Dugald Macpherson
6. Stability theory and its variants Bradd Hart
7. Subanalytical geometry Edward Bierstone and Pierre D. Milman
8. Arithmetic and geometric applications of quantifier elimination for valued fields Jan Denef
9. Abelian varieties and the Mordell-Lang conjecture Barry Mazur.