Dima Sustretov

My recent interests are connected with the study of degenerations of Kähler manifolds and their Gromov-Hausdoff limits using non-Archimedean geometry techniques. I am also interested in tropical counting problems and Hrushovski-Kazhdan motivic integration. I have worked before on abstract incidence systems, Zilber's trichotomy and Zariski geometries.

My research papers are available on arXiv.

Here is my CV (in french).

In spring 2017, we started a reading group (groupe de traivail) dedicated to the study of Hrushovski-Kazhdan and Cluckers-Loeser theories of motivic integration. Here is its homepage.

Drafts and notes

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

Some other stuff

My thesis.

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.CV arXiv.DG MODNET RAAG


MPIM weekly program Séminaire de géométrie algébrique (IMJ) Séminaire d’Analyse et Géométrie Séminaire Géométrie Ergodique Géométrie et Théorie des Modèles Hebrew University, upcoming seminars Laboratory of Algebaric Geometry (HSE) Maths activities in Israel DeTeXify mathscinet more..


Dmitry Sustretov
Max Planck Institute for Mathematics
Vivatsgasse 7
53111 Bonn

Last updated: 2018-01-18 17:15:02 +0100