taught in Russian


Master programmes

Type of instruction


Duration of study

two years

Basic educational courses

  • Algebra
  • Real and Complex Analysis
  • Functional Analysis
  • Geometry and Topology
  • Differential Equations and Dynamic Analysis
  • Probability Theory and Mathematical Statistics
  • Equations of Mathematical Physics

Courses devoted to special sections

  • Algebraic Structures
  • Lie Groups, Lie Algebras and Their Applications
  • Fundamentals of Analysis on Manifolds
  • Supplementary  Chapters of Measure Theory
  • Homology Theory
  • Qualitative Theory of Dynamical Systems
  • Spectral Operator Theory
  • Limit Theorems of Probability Theory
  • Stochastic Process Theory
  • Theory of Records

Applied courses

  • Methods of Computer Modelling Dynamical Systems
  • Insurance Risk Theory
  • Statistical Problems of Hypothesis Testing
  • Mathematical Problems of Fluid Dynamics

Scope of research

  • Higher Algebra and Number Theory
  • Geometry and Topology
  • Differential Equations and Dynamical Systems
  • Mathematical Physics
  • Mathematical Analysis
  • Probability Theory and Mathematical Statistics


The graduates are capable of solving the following problems:


  • Application of the methods of physical, mathematical and algorithmic modelling in the analysis of processes, phenomena and objects, in order to find effective solutions for various general and applied problems
  • Development of mathematical theory and mathematical methods
  • Creating new mathematical models and algorithms
  • Conducting research in the field of mathematics and computer sciences
  • Solution of applied problems in the field of mathematics, protected information and telecommunication technologies and systems
  • Analysis of research findings, preparation of scientific publications, reviewing and editing of scientific articles

Engineering and manufacturing activities

  • Creation of methods and systems for the protection of information, intellectual systems
  • Development of methods of mathematical modelling and numerical methods required for engineering and manufacturing
  • Analysis of the engineering and manufacturing results, qualitative and quantitative assessment of the consequences of decisions made

Pedagogical activity

  • Teaching of physical and mathematical disciplines including informatics at educational organisations
  • Development of methodological support for the teaching process at educational organisations

As well as socially oriented activities aimed at popularisation of accurate knowledge, dissemination of scientific knowledge among the general public including youth, support and development of new educational technologies.

Intrested in this programme — set up your personal account to proceed with your application.