I am interested in applications of model theoretic techniques in algebraic and complex geometry. My more specific interests can be lumped into two groups: 1) non-archimedean geometry, motivic integration and degenerations of varieties 2) function field reconstruction, abstract incidence systems and Bogomolov's anabelian program.
My research papers are available on arXiv.
Here is my CV (in french).
Reducts of algebraic curves
Elimination of generalised imaginaries and Galois cohomology
Notes on geometric model theory (\omega-stable groups, model-theoretic proof of Borel-Tits theorem, Weil-Hrushovski group chunk theorem, group and field configurations)
Gromov-Hausdorff limits of Calabi-Yau manifolds via model theory
Non locally modular reducts of ACF
Galois cohomology and finite generalised imaginaries
A new proof of Zilber's relative trichotomy conjecture
Classification of definable groupoids and Zariski geomteries
Translation of a course in undergraduate math taught by Misha Verbitsky and Dmitry Kaledin at IUM in 2004 (the “Trivium”).
How to pronounce mathematical formulas in French
arXiv.AG arXiv.DG arXiv.MG arXiv.GR arXiv.KT arXiv.NT arXiv.LO MODNET RAAG
HUJI upcoming seminars Géométrie et Théorie des Modèles Laboratory of Algebaric Geometry (HSE) Maths activities in Israel DeTeXify mathscinet more..
Last updated: Fri May 6 10:42:24 IST 2016