About Laboratory

The laboratory staff conducts their research in the following areas:

• intersection theory on the moduli spaces of curves, Gromov-Witten invariants, cohomological field theories

• integrable systems of partial differential equations, and also quantum integrable systems

• topological invariants of singularities, mirror symmetry for Landau-Ginzburg models

• power structures in the Grothendieck rings of quasiprojective varieties

• representation theory of quantum and infinite dimensional groups and algebras
• geometric representation theory, the orbit method in representation theory
• matrix models, random partitions, symmetric functions
• Hurwitz numbers
• geometric analysis, spectral geometry, minimal submanifolds
• relativity theory
• polylogarithms, special values of L-functions, algebraic cycles, motivic cohomology

The laboratory seminar is held every week, on Friday.

The laboratory organizes conferences and student schools.

At the beginning of every year, the laboratory recruits research assistants.

Most of the information is presented on the Russian version of the laboratory website.