Alexey Basalaev

Education and Degrees

2026

Doctor of Sciences*
Steklov Mathematical Institute of the Russian Academy of Sciences

2017

Candidate of Sciences* (PhD)
Institute for Information Transmission Problems (Kharkevich Institute) of the Russian Academy of Sciences

2014

PhD
Leibniz University Hannover

2012

Master's in Mathematics
HSE University

2007

Degree in Mathematics
Lomonosov Moscow State University

* Candidate of Sciences
According to the International Standard Classification of Education (ISCED) 2011, Candidate of Sciences belongs to ISCED level 8 - "doctoral or equivalent", together with PhD, DPhil, D.Lit, D.Sc, LL.D, Doctorate or similar. Candidate of Sciences allows its holders to reach the level of the Associate Professor.

* Doctor of Sciences
A post-doctoral degree called Doctor of Sciences is given to reflect second advanced research qualifications or higher doctorates in ISCED 2011.

Professional Interests

Frobenius manifolds singularity theory mirror symmetry

Supervisor of the following Doctoral theses

for a Candidate of Sciences degree

1
Rarovskii A. Orbifold Saito theory of simple singularities (postgraduate: year 2)

Courses (2026/2027)

Calculus on Matifolds (Bachelor’s programme; Faculty of Mathematics field of study Mathematics; 2 year, 1, 2 module)Rus
Geometry and Linear Algebra (Bachelor’s programme; Faculty of Mathematics field of study Mathematics; 1 year, 1-4 module)Rus
Hamiltonian Mechanics (Optional course (faculty); Faculty of Mathematics; 1, 2 module)Rus
Introduction to Cohomological Field Theories (Optional course (faculty); Faculty of Mathematics; 1, 2 module)Rus
Introduction to Discrete Mathematics and Topology (Bachelor’s programme; Faculty of Mathematics field of study Mathematics; 1 year, 1-3 module)Rus
Introduction to Homotopical Topology (Bachelor’s programme; Faculty of Mathematics field of study Mathematics; 1 year, 4 module)Rus

Timetable for today

Full timetable

Conferences

2023
Семинар по интегрируемым системам (Ярославль). Presentation: Integrable systems associated to infinite families of Dubrovin-Frobenius manifolds
Семинар Центра перспективных исследований им. И.М. Кричевера (Москва). Presentation: Connecting different formulations of mirror symmetry
Характеристические классы и теория пересечений. Presentation: Ромбы Ходжа орбифолдов Ландау – Гинзбурга
Geometry days (Новосибирск). Presentation: Ромбы Ходжа орбифолдов Ландау – Гинзбурга
Интегрируемые системы и их приложения. Presentation: Integrable systems of the B-type Dubrovin-Frobenius manifolds
Инвариантность и интегрируемость (Репино). Presentation: Иерархия BKP и интегрируемые системы типа D
Integrable systems seminar. Presentation: Integrable systems of A,D and B type Dubrovin–Frobenius manifolds

2022
Dynamics in Siberia 28.02.2022 - 5.03.2022 Российская Федерация, Новосибирск (Новосибирск). Presentation: Двойственность Берглунда-Хубша и странная двойственность Арнольда
Categorical Invariants and Higher Theory (Берлин). Presentation: On Saito primitive forms in homological algebra context
Geometry days (Новосибирск). Presentation: Алгебра Баталина-Вилковиского особенности
Края особенностей (Вороново). Presentation: Зеркальная симметрия в теории особенностей

2021
Dynamics in Siberia (Новосибирск). Presentation: Integrable hierarchies associated to infinite families of Frobenius manifolds
Еженедельный семинар международной лаборатории кластерной геометрии факультета математики НИУ ВШЭ (Москва). Presentation: «Интегрируемые системы бесконечных семейств фробениусовых многообразий»
Международная конференция «Классические и квантовые интегрируемые системы» (Сочи). Presentation: Интегрируемые иерархии, ассоциированные с бесконечными семействами многообразий Фробениуса
Geometry days (Новосибирск). Presentation: Зеркальное отображение в моделях Ландау-Гинзбург

2020
Integrable Systems and Automorphic Forms (Сочи). Presentation: Тэта-константы и зеркальная симметрия для простых эллиптических особенностей
The moduli spaces seminar (Melbourn). Presentation: FJRW theories of simple-elliptic singularities

2019
Open WDVV equations and manifolds with multiplication (Лидс). Presentation: Open WDVV equations and manifolds with multiplication
Mirror Symmetry and Related Topics (Киото). Presentation: Opposite ltrations in mirror symmetry for toric varieties

2018
6th Workshop on Combinatorics of Moduli Spaces, Cluster Algebras, and Topological Recursion (Москва). Presentation: Givental-type reconstruction at a non-semisimple point

2015
Mirror Symmetry, Hodge Theory and Differential Equations (Oberwolfach). Presentation: SL(2,C) action on Cohomological field theories

2014
4th Workshop on Combinatorics of Moduli Spaces, Cluster Algebras, and Topological Recursion (Москва (Moscow)). Presentation: Primitive form for orbifolded LG B-model
Symposium on singularities and their topology (Hannover). Presentation: Mirror symmetry for the singularities with a group action

2012
Combinatorics of moduli spaces, cluster algebras, knots, and topological recursion (Москва). Presentation: Primitive form for the orbifolded LG B-model

Employment history

2021 - u.n. Research Fellow, International Laboratory of Cluster Geometry, HSE University

2019 - u.n. Assistant Professor, Faculty of Mathematics, HSE University

2018 – 2019. Postdoc at Skoltech, Moscow.

2017 – 2018. Postdoc in Heidelberg University.

2015-2017. Postdoc in Mannheim University, Lehrstuhl VI, working in the French-German project SISYPH.

2014-2015. Postdoc in GRK1463, Hannover University, Institute of algebraic geometry.

27

Jul

2026

‘The Conference Strengthened Our Sense of Belonging to the International Mathematics Community’

From July 13 to 17, 2026, the HSE Faculty of Mathematics hosted the international conference ‘Moduli, Dynamics, and Integrability,’ bringing together leading mathematicians from Russia, the United States, China, the United Kingdom, and other countries.

8

Jul

2019

HSE Researchers Receive Grants in Russian Science Foundation Competitions

The Russian Science Foundation announced the results of its 2019 competitions for support from the Presidential Research Project Programme. One competition was for grants in support of research initiatives by early career researchers, and another was in support of research conducted by research groups headed by early career scholars.