Department of Computer Science.

Major subject: Applied mathematics

Brief annotation of the major subject:

Applied mathematics includes entire totality of contemporary mathematical methods, means of mathematical modeling and computer technology for analysis of processes, systems, for preparation of solutions in all spheres of production, economic, and scientific activity. Students obtain mathematical education of high level, oriented to the practical use of mathematical methods in the solution of engineering problems on the basis of professional knowledge of contemporary computer technology. The work in "Applied mathematics" major subject is a computer-aided simulation of complex objects and processes, data processing, design of systems of artificial intelligence, development of mathematical and software of automated design and development systems.

Graduates of "AM" major subject are the specialists of broad qualification.The subjects of their studies are located in different branches of science, technology and production where it is necessary to build the mathematical model of an object and to optimize its work.


BACHELOR’S degree

4 years of training

Norm disciplines


Mathematical analysis
Algebra and geometry
Differential equations
Functional analysis
Theory of functions complex variable
Equations of mathematical physics
Numerical methods of mathematical physics
Discrete mathematics
Mathematical logics
Probability theory and mathematical statistics
Casual processes
Numerical methods
Methods of optimization
Mathematical modeling and system analysis
Modeling of economic, ecological and social complexes
Heat-mass exchange
Supply with information of financial activity
Systems and methods of decision-making
Graph theory
Games theory
Theory of management
Computer facilities and programming
Computer software
Architecture of computers
System programming
Theory of algorithms and programming
Analysis of the data
Databases and information systems
Computer graphics
Recognition of images

SPECIALIST’S degree

1,5 years of training

Norm disciplines

Mathematical methods of aerodynamics
Special functions
Asymptotic methods and methods of indignations
Tensor analysis
Mathematical methods of mechanics of the deformed environment
Incorrect problems and methods of their decision

Leading teachers:

Sokolov Alexander Yurjevich - Professor, Doctor of Technical Sciences

Main published works:

  1. Sokolov A. Adaptation indinstinct production expert systems in estimation problem of realizability of a works complex // Open information and computer integrated technologies. - Kh, 1999. - Fascicle 5. - pages 115-118.

  2. Sokolov A. Algebraic approach on fuzzy control. IFAC, 1999.-P. 219-224.

  3. Sokolov A. Algebraic modeling of linguistic dynamic systems // Problems of management and computer science. The international scientific and technical magazine - 2000. - pages 141-148.


Ugryumov Michael Leonidovich - Senior Lecturer, Candidate of Technical Sciences

Main published works:

  1. Mathematical Models, Methods and Improvement Technology of the Turbomachinary Rows / M.L. Ugryumov, Yu. A. Skob, V.V. Constantinov, V.I. Pismenniy, A.V. Menyaylov// Papers from the Fourteenth International Symposium on Air Breathing Engines. - Florence (Italy.) - 1999. - 10 p. (ISABE Paper No. 99-7049)

  2. Ugryumov M.L., Tsegelnik A.M., Menyaylov A.V. Calculation and Mearsument of the 3D Flow in Axial Flow Compressor Rows, with and without control of Flow separation Devices // Proc. the Second International Symposium on Fluid Machinery and Fluid Engineering. - Beijing (China). - 2000. - P. 226-231 (2nd ISFMFE Paper: D-5)

  3. Ugryumov M.L., Menjajlov A.M., Tsegelnik A.M. Parametrical synthesis of three-dimensional rational profiling of wreaths ofturbomachines with use CAE - systems // Aerospace technics and technology: Collected science articles. / State space university named after N.E. Zhukovskiy "KhAI". - Kh, 2000. - Fascicle 21.- pages 195-201.

Tchernyshov Jury Konstantinovich - Senior Lecturer, Candidate of Technical Sciences

Main published works:

  1. Tchernyshev U. K. Some nonconventional problems of approximation of functions and methods of their decision // Aerospace technics and technology: Collected science articles. / State space university named after N.E. Zhukovskiy "KhAI" fascicle 28. Kharkiv, 2002. - pages 117-126.

  2. Tchernyshev U.K. Convex vector splines in application to profiling of gas turbine engine. // Aerospace technics and technology: Collected science articles. / State space university named after N.E. Zhukovskiy "KhAI" fascicle 21. - pages 16-18

  3. Tchernyshev U.K. Numerical turbomachines blades modeling on the basis of internal parametrization of families of sections // Aerospace technics and technology: Collected science articles. / State space university named after N.E. Zhukovskiy "KhAI" fascicle 5. - pages 435-438.