I've been a teaching assistant for a number of undergraduate and master level courses:
Technion – Israel Institute of Technology (Haifa)
Fall 2025: Algebraic Geometry (106330)
Spring 2024: Algebraic Geometry (106330); Calculus I (104018)
Fall 2023: Calculus II (104022)
Spring 2023: Calculus I (104018)
Independent University of Moscow
Fall 2022: Smooth Manifolds; Algebra I; Calculus I
Fall 2020: Linear Algebra and Geometry
Spring 2020: Algebra II
Fall 2019: Algebra I
Higher School of Economics (Moscow)
Fall 2021: Lie Groups and Lie Algebras
Spring 2021: Algebra II
Fall 2020: Algebra I
Spring 2020: Advanced Algebra
Fall 2019: Lie Groups and Lie Algebras; Algebra I
Spring 2019: Advanced Algebra
Fall 2018: Algebra III
Spring 2018: Algebra II
Fall 2017: Geometry I
University of Haifa & Technion - Cable Car Algebra Seminar (Israel)
• Motivic zeta-function for surfaces and Severi–Brauer varieties
Technion - Algebraic Geometry Research Group Seminar (Israel)
• Ruled surfaces
• Surfaces with κ = 0
• Surfaces of general type
Technion - Pizza Seminar (Israel)
• Curves have a finite number of symmetries
Steklov Mathematical Institute (Moscow) — Iskovskikh’s Seminar
• Symmetric powers of Severi–Brauer varieties
• Rationality criteria for motivic zeta functions of complex surfaces
Steklov Mathematical Institute (Moscow) — General Type Surfaces Study Seminar
• Abelian subgroups of automorphism groups of general type surfaces
• Boundedness of automorphism groups of surfaces of general type
Independent University of Moscow — K-Stability and Fano Varieties Seminar
• K-semistable Fano varieties with the smallest alpha invariant
Higher School of Economics (Moscow) — Geometric Structures on Manifolds Seminar
• Quiver varieties and ADHM construction
• 27 lines on a cubic surface and Chern classes
• Quiver varieties, Hilbert scheme and C² / Γ
Higher School of Economics (Moscow) — Student's Learning Seminar
• Grothendieck’s theorem on vector bundles over the projective line
• Cohomology of Grassmannians and flag varieties
Higher School of Economics (Moscow) — Representation Theory Seminar
• Gabriel’s theorem
• Borel–Weil theorem
• Knizhnik–Zamolodchikov equations and Lie algebras
• Theta functions as Lie algebra characters and sections of a line bundle on an elliptic curve
Higher School of Economics (Moscow) — Convex and Algebraic Geometry Seminar
• Reduction of Sp(2n) representations (or what is “Sp(2n − 1)”)
• Kushnirenko’s theorem
Higher School of Economics (Moscow) — Mathematical Physics Seminar
• Solitons and instantons in the Sine–Gordon equation
HSE & Skoltech Mathematical Physics School
• Introduction to solitons and instantons
• Howe’s duality
• Introduction to quiver varieties
• Double centralizer theorem, RTT-relation and Yangian as centralizer