Fundamental Mathematics

In english and russian

Level of education Specialist

Type of instruction Full-time

Duration 5 years

Main courses
  • Algebra and Number Theory
  • Mathematical Analysis
  • Geometry and Topology
  • Discrete Mathematics
  • Mathematical Logic and Set Theory
  • Differential Equations
  • Dynamical Systems
  • Equations of Mathematical Physics
  • Functional Analysis
  • Probability Theory
  • Extremal Problems
  • Smooth Manifolds
  • Computer Science
  • Combinatorics
  • Computer Technologies in Mathematical Investigation
  • Concepts of Modern Natural Science
  • Culture of Mathematical Reasoning
  • Mathematical Statistics
  • Mathematics Teaching Methods
  • Methods of Computation
  • Research Practice
  • Teaching Practice
  • Presentation of Scientific Investigation Results (in English)
  • Internship
  • Theoretical Cybernetics
  • Theoretical Mechanics
  • Physics
  • Calculus of Variations
Our advantages
  • An outstanding team of lecturers and research associates provides training in all areas of advanced mathematics.
  • The existence of acting schools of thought provides students with an opportunity to be actively engaged in research work directly at the University.
  • The programme combines classical traditions of education and science with modern, globally recognised achievements.
  • There is an indisputable international profile.
  • All branches of modern mathematics are covered. There is in-depth mathematical training that provides the possibility for active work in the most complex areas of modern theoretical mechanics.
Career opportunities

The graduates acquire the following skills and competences

  • Practical application of basic and special methods of mathematical research in the analysis and solution of problems of present-day mathematics. At the same time, they acquire profound knowledge at lecture courses and practical classes in different fields of physics and mathematics. The graduates are also competent in information technologies

  • Ability to carry out independent scientific work and work in a research team. The students acquire the skill to set tasks and find optimal methods for their solution by applying the modern achievements of science. Their graduation papers are often published in prestigious mathematical journals
  • Ability to freely navigate in modern methods and algorithms of computer mathematics, use them for modelling, approximate solution and presentation of results
  • Ability to present their scientific findings in various ways, taking into account the level of the audience. The graduates are capable to teach physical and mathematical disciplines and informatics at higher education institutions, as well as at secondary schools