Zoé Chatzidakis - Concepedia

Author

Zoé Chatzidakis

Also Known As

Chatzidakis, Zo\'e, Chatzidakis, Zoe, Chatzidakis, Zoé, Chatzidakis, Zoé Maria, Nick Baldwin, Steve Angeles, Woodin, Z. Chatzidakis, ZOE CHATZIDAKIS, ZOÉ CHATZIDAKIS

Publications

826

Citations

H-Index

Concepts

All Affiliations

Université Paris Cité Institut de Mathématiques de Jussieu-Paris Rive Gauche Hebrew University of Jerusalem Centre National de la Recherche Scientifique

About

Zoé Chatzidakis is an author at Université Paris Cité specializing in quantum field theory, physics, and automated reasoning.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Business	1	1	23
2	Economics	1	1	23
3	Finance	1	1	23
4	Physics	1	1	51
5	Mathematical Foundations	1	1	206

Zoé Chatzidakis

Publications

577

Citations

H-Index

Page 1

	Year	Citations
Model theory of difference fields Zoé Chatzidakis, Ehud Hrushovski Transactions of the American Mathematical Society Algebraic LogicAlgebraic StructureDifference FieldsQuantum Field TheoryDifference Field	1999	206
Generic structures and simple theories Zoé Chatzidakis, Anthony L. Pillay Annals of Pure and Applied Logic Mathematical StructureAutomated ReasoningGeneric StructuresType TheoryModel Theory	1998	139
MODEL THEORY OF DIFFERENCE FIELDS, II: PERIODIC IDEALS AND THE TRICHOTOMY IN ALL CHARACTERISTICS Zoé Chatzidakis, Ehud Hrushovski, Ya’acov Peterzil Proceedings of the London Mathematical Society Geometry Of NumberLimit StructurePhysicsModern AlgebraRing Theory	2002	51
Properties of forking in ω-free pseudo-algebraically closed fields Zoé Chatzidakis Journal of Symbolic Logic Algebraic StructurePac FieldsFinite Galois ExtensionsFinite FieldModel Theory	2002	31
Difference fields and descent in algebraic dynamics. I Zoé Chatzidakis, Ehud Hrushovski Journal of the Institute of Mathematics of Jussieu Galois TheoryAlgebraic StructureDifference FieldsModel TheoryAlgebraic Analysis	2008	28
Valuation Theory and Its Applications Zoé Chatzidakis, Franz‐Viktor Kuhlmann, Jochen Koenigsmann, Oberwolfach Reports Geometry Of NumberGalois TheoryEconomicsComputational Number TheoryProperty Evaluation	2015	23
A note on canonical bases and one-based types in supersimple theories\n Zoé Chatzidakis Convergent Mathematicians	2012	22
Model theory of profinite groups having the Iwasawa property Zoé Chatzidakis Illinois Journal of Mathematics Representation TheoryProfinite GroupsFrattini SubgroupGroup RepresentationNilpotent Group	1998	16
Generic automorphisms of separably closed fields Zoé Chatzidakis Illinois Journal of Mathematics Automorphic FormType TheoryElementary ClassFinite FieldGeneric Automorphism	2001	13
Perfect pseudo-algebraically closed fields are algebraically bounded Zoé Chatzidakis, Ehud Hrushovski Journal of Algebra Real Algebraic GeometryFinite FieldCommutative Algebra	2003	13

Page 1