Scientific schools


  • Probability Theory and Mathematical Statistics
  • In the field of queueing service theory and its applications
  • In mathematical modeling of diffraction and electromagnetic waves propagation problems
  • In mathematical methods of optimal management
  • In the field of asymptomatic theory of differential equations
  • Approximate methods of numerical analyses


Research DirectionsScientific areas Scientific schools Conferences

Scientific researches at the Faculty are carried out jointly with the Scintific-Research Institute of Applied Mathematics and Computer Science problems. These researches are carried out by 12 departments of the Faculty and 8 research laboratories.

Research Directions at the Faculty of Applied Mathematics and Computer Science (FAMCS)

  • 1. Research and modeling of mathematical models of dynamic systems, analytical and numerical methods for analyses of high complexity differential systems and problems for partial differential equations. Effective algorithms of numerical solution and software implementation development on their basis.
  • 2. Research of multicriterion problems of discrete optimization and uneven extremal problems, development of approximation algorithms of problems solution with incomplete data and optimal systems synthesis methods in decision-making problems.
  • 3. Research of theoretical, methodological, technological basics of design and development of Software, development of information (data-analytical) systems with respect of data security requirements .
  • 4. Development and research of data/knowledge models, mathematical methods, algorithms and information-computer technologies for building up of distributed intellectual decision-making and pattern recognition systems .
  • 5. Development of methods , optimal and stable procedures, software for probabilistic and statistic data analyses, random processes and fields, and simulation of complex systems .
  • 6. Development of theory of interacting processes, algorithmic and software support of parallel action systems, mathematical models and data protection methods.