Student logic seminar

Literature for "Geometric model theory (Fall 2014 and Spring 2015)

We started with Zilber's 2003 Oxford U. lecture notes, glancing occasionally into Marker's U. of Illinois lecture notes. Then we read a large part of Scalon's survey BSL article.
References for general model theory.

  • E.Bouscaren, Model theory and geometry, tutorial (LC 2000)

  • Z.Chatzidakis and E.Hrushovski, Model theory of difference fields, Trans. Amer. Math. Soc. 351 (1999), pp.2997-3071.

  • D.Marker, Introduction to the model theory of fields (cast I. v knize)

  • D.Marker, Strongly minimal sets and geometry, lecture notes, U. of Illinois in Chicago

  • D.Marker, A course at Orsay in 2010.

  • A.Pillay, Stability theory, lecture notes U. of Illinois 2003.

  • A.Pillay, Applied stability theory, lecture notes U. of Illinois 2003.

  • T.Scanlon, Diophantine geometry from model theory, Bull.Symbolic Logic, 7(1), (2001), pp.37-57.

  • L.van den Dries, Introduction to model-theoretic stability, ps file, U. of Illinois at Champaign-Urbana

  • L.van den Dries, Notes on applied stability theory, ps file, U. of Illinois in Champaign-Urbana

  • B.Zilber, Elements of geometric stability theory , lecture notes from 2003, Oxford U.

  • B.Zilber, Dimensions and homogeneity in mathematical structures, Quaderni di Matematica 6, Naples, (2001).