Mathematics and Mechanics «Geometry and Typology»
The programme aims to train highly qualified specialists in geometry and topology capable of introducing scientific and educational innovations.
The programme offers a wide range of research and professional areas: mathematical and physical systems of different scale and complexity, models, processes, and operation algorithms, mathematical and physical technologies, mathematical expertise.
Upon completing the programme, you will be able to:
use Riemannian geometry approach in Mathematics, Mechanics and Mathematical Physics
employ Homotopy Theory methods to solve theoretical and applied problems in Mathematics and Mechanics
use the apparatus and methods of Homology Theory to find solutions to problems in Mathematics and Physics
01.06.01 . Mathematics and Mechanics. Geometry and Typology.
Duration of the Programme: 4 years.
Programme type: Full-time.
Language of instruction: Russian.
Courses & Study Load
ECTS credits: 243
Core courses: History and Philosophy of Science, Foreign Language, Geometry and Topology, Tensor and Coordinate-free Methods in Differential Geometry, Group Connection Defining Method, Connections on Distribution of Projective Space, Centroprojective and Projective Connections, Centroprojective Manifold Framing / Differentiable Manifold, Professionally-Oriented Educational Technologies / IT in Science and Education
Professional Training / Internships
The PhD graduates can pursue an academic career in Mathematics and Mechanics research and teaching.
Admission & Tuition
State-funded applicants (Russian nationals and Russian speaking applicants from the CIS countries) are expected to take the following exams:
Geometry and Typology
Head: Y. Shevchenko
Phone: +7 4012 595595 (IP 4010)