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1 Introduction to Model Theory
2 Classical Model Theory of Fields
3 Model Theory of Differential Fields
4 A Survey on the Model Theory of Difference Fields
5 Notes on o-Minimality and Variations
6 Stability Theory and its Variants
7 Subanalytic Geometry
8 Arithmetic and Geometric Applications of Quantifier Elimination for Valued Fields
9 Abelian Varieties and the Mordell–Lang Conjecture
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Model Theory, Algebra and Geometry
Deirdre Haskell,
Anand Pillay,
Charles Steinhorn
Deirdre Haskell,
Anand Pillay,
Charles Steinhorn
Table of Contents
2 Classical Model Theory of Fields
3 Model Theory of Differential Fields
4 A Survey on the Model Theory of Difference Fields
5 Notes on o-Minimality and Variations
6 Stability Theory and its Variants
7 Subanalytic Geometry
8 Arithmetic and Geometric Applications of Quantifier Elimination for Valued Fields
9 Abelian Varieties and the Mordell–Lang Conjecture
Note: When you open MultiHost link below to MultiHost you can find 4 file hosting sites links in which you can download with your desired hosting site
Click Here To Download
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