- Introduction to Model theory Zoe Chatzidakis CNRS (Paris 7)
- Notes on the model theory of finite and pseudofinite fields Zoe Chatzidakis, CNRS Universite Paris 7.
- Notes on the model theory of finite and pseudofinite fields Zoe Chatzidakis, CNRS Universite Paris 7.
- The model theory of difference fields Notes on lectures given at Tokay University (Tokyo, Japan), September 97
- Asymptotic theories of di erential elds Zo e Chatzidakis (CNRS -Universit e Paris 7)
- Minimal types in separably closed fields Zo'e Chatzidakis
- Model theory of di erence elds, II: Periodic ideals and the trichotomy in all characteristics
- Difference fields and descent in algebraic dynamics -I Zoe Chatzidakis (CNRS -Universite Paris 7)
- The basic model theory of valued fields Zoe Chatzidakis
- Introduction to difference algebra and model theory of difference fields Zoe Chatzidakis (CNRS -Universite Paris 7)
- Independence in (unbounded) PAC fields, and imaginaries Zoe Chatzidakis
- On the Definitions of Difference Galois Groups Zoe Chatzidakis
- Notes on the model theory of finite and pseudo-finite fields Zoe Chatzidakis, CNRS -Universite Paris 7.
- MODEL THEORY OF DIFFERENCE FIELDS LECTURE NOTES
- Asymptotic theories of differential fields Zo'e Chatzidakis (CNRS -Universit'e Paris 7)
- Model theory of difference fields, II: Periodic ideals and the trichotomy in all characteristics
- MODEL THEORY OF DIFFERENCE FIELDS LECTURE NOTES
- A survey on the model theory of difference fields Notes on lectures given at MSRI (Berkeley, USA), January 98
- Exponential bounds for witnesses of diophantine definitions of 0-formul* Zo'e Chatzidakis (CNRS -Universit'e Paris 7)
- The model theory of difference fields Notes on lectures given at Tokay University (Tokyo, Japan), September 97
- Erratum for the paper Model theory of difference fields, by Z. Chatzidakis and * *E. Hrushovski,
- Perfect pseudo-algebraically closed fields are algebraically bounded Zo'e Chatzidakis -CNRS -Paris 7
- Cours de DEA : Th'eorie des Mod`eles, les outils classiques (Ann'ee 00 -01)
- Introduction to Model theory Zo'e Chatzidakis -CNRS (Paris 7)
- Generic automorphisms of separably closed fields Zo'e Chatzidakis, CNRS -Universit'e Paris 7
- Notes on the model theory of finite and pseudo-finite fields Zo'e Chatzidakis, CNRS -Universit'e Paris 7.
- A note on canonical bases and one-based types in supersimple theories Zo'e Chatzidakis* -CNRS (Universit'e Paris 7)
- Minimal types in separably closed fields Zo'e Chatzidakis
- A note on canonical bases and one-based types in supersimple theories Zo'e Chatzidakis -CNRS (Universit'e Paris 7)
- Notes on the model theory of finite and pseudo-finite fields Zo'e Chatzidakis, CNRS -Universit'e Paris 7.
- Properties of forking in !-free pseudo-algebraically closed fields Zo'e Chatzidakis, CNRS -Paris 7
- Model theory of endomorphisms of separably closed fields Zo'e Chatzidakis -CNRS, Universit'e Paris 7
- Limit groups, viewed by a logician Notes by Zo'e Chatzidakis
- A note on canonical bases and one-based types in supersimple theories
- Preliminaries on Fields Zoe Chatzidakis
- Introduction to Model theory Zoe Chatzidakis CNRS (Paris 7)
- Introductory notes on the model theory of valued fields
- Cours de M2 -Theorie des Mod`eles des corps values Zoe Chatzidakis, printemps 2008
- Difference fields and descent of difference varieties Extended abstract. Corrected on 14 January 2010.
- Model theory of endomorphisms of separably closed fields Zoe Chatzidakis CNRS, Universite Paris 7
