Mikhail V. Bondarko

Associate Professor

29 Line 14th (Vasilyevsky Island), 199178 Saint Petersburg, Russia

By appointment.

07.2007 — D.Sc. in Mathematics and Physics («Mathematical Logic, Algebra and Number Theory»)

**Institution:** St. Petersburg State University

**Thesis title:** Explicit Constructions in the Theory of Formal Groups and Finite Group Schemes, and Their Applications to Arithmetic Geometry

10.2000 — Ph.D. (C.Sc.) in Mathematics and Physics («Mathematical Logic, Algebra and Number Theory»)

**Institution:** St. Petersburg State University

**Thesis title:** Galois Module Structure of Ideals

**Advisor:** S.V. Vostokov

06.1999 — Specialist Degree in Mathematics

**Institution:** St. Petersburg State University

Most of my recent papers were dedicated to triangulated categories, weight and t-structures, and Voevodsky motives. Moreover, I have several articles on formal groups, finite group schemes, the reduction of Abelian varieties, and additive Galois modules.

- M.V. Bondarko and V.A. Sosnilo. Non-commutative localizations of additive categories and weight structures; applications to birational motives. Journal of the Institute of Mathematics of Jussieu 17:4 (2018), 785–821.
- M.V. Bondarko and F. Déglise. Dimensional homotopy t-structures in motivic homotopy theory. Advances in Mathematics 311 (2017), 91–189.
- M.V. Bondarko. Mixed motivic sheaves (and weights for them) exist if `ordinary' mixed motives do. Compositio Mathematica 151:5 (2015), 917–956.
- M.V. Bondarko. Differential graded motives: weight complex, weight filtrations and spectral sequences for realizations; Voevodsky versus Hanamura. Journal of the Institute of Mathematics of Jussieu 8:1 (2009), 39–97.
- M.V. Bondarko. Links between associated additive Galois modules and computation of $H^1$ for local formal group modules. Journal of Number Theory 101:1 (2003), 74–104.

I am a Professor of the Russian Academy of Sciences. See also my curriculum vitae (in English). Most of my papers can be found at arXiv.

Course name

Year

Semester

Role

Course name

Year

2020–2021

Semester

IX

Role

Teaching assistant