Level of education: Aspirantura programme
Type of instruction : Full-time
Duration: 4 years
Language of instruction: Russian
Main academic courses
- Monodromisation Method in the Theory of Almost Periodic Equations
- Geometrical Methods in Physics
- Functional Models of Non-Self-Adjoint and Self-Adjoint Operators
- Introduction to Symplectic Geometry and Hamiltonian Mechanics
- Wave Scattering in the Canonical Domains with Boundary Conditions of Impedance Type
- Elements of Algebraic Topology
Resource opportunities for research
- 6.9 million printed books and digital subscription in the M. Gorky Scientific Library of St Petersburg University;
- Opportunities for international research exchange;
- Opportunities for participation in international grants, conferences, and internships abroad at leading universities of the world;
- Experimental studies are carried out using the unique equipment of the resource centres of St Petersburg University, the research laboratories of the University departments, and the University Computing Centre.
- The programme provides an excellent education which the St Petersburg mathematical school is so famous for. The Department of Higher Mathematics and Mathematical Physics, which implements the programme, is a part of this school.
- The programme has a wide range of research areas. It covers mathematical problems of quantum field theory, the theory of diffraction and wave propagation, the mathematical theory of scattering, classical and quantum inverse problems, nonlinear integrable systems, the asymptotic theory of waveguides, probabilistic methods in mathematical physics and, of course, the spectral theory of operators that makes St Petersburg mathematical school famous.
- Graduates of the programme acquire the top qualification in several areas of mathematics at once. This makes it possible for them not only to work successfully in science, but also to use the whole set of mathematical tools in many applied problems. Graduates often find work in a variety of non-academic institutions.