Model Theory, Algebra, and Geometry
Edited by Deirdre Haskell, Anand Pillay, and Charles Steinhorn
Contents
Front matter (front page, copyright page)
Postscript file compressed with gzip /
PDF file
Table of Contents
Postscript file compressed with gzip /
PDF file
Overview, by Anand Pillay, Charles Steinhorn, and Deirdre Haskell, 1-13
Postscript file compressed with gzip /
PDF file
Introduction to Model Theory, by David Marker, 15-35
Postscript file compressed with gzip /
PDF file
Classical Model Theory of Fields, by Lou van den Dries, 37-52
Postscript file compressed with gzip /
PDF file
Model Theory of Differential Fields, by David Marker, 53-63
Postscript file compressed with gzip /
PDF file
A Survey on the Model Theory of Difference Fields, by Zoé Chatzidakis, 65-96
Postscript file compressed with gzip /
PDF file
Notes on o-Minimality and Variations, by Dugald Macpherson, 97-130
Postscript file compressed with gzip /
PDF file
Stability Theory and its Variants, by Bradd Hart, 131-149
Postscript file compressed with gzip /
PDF file
Subanalytic Geometry, by Edward Bierstone and Pierre D. Milman, 151-172
Postscript file compressed with gzip /
PDF file
Arithmetic and Geometric Applications of Quantifier Elimination for Valued Fields, by Jan Denef, 173-198
Postscript file compressed with gzip /
PDF file
Abelian Varieties and the Mordell–Lang Conjecture, by Barry Mazur, 199-227
Postscript file compressed with gzip /
PDF file