Anatoly Vsevolodovich Kozak
Associate Professor
Institute of Mathematics, Mechanics, and Computer Science named after of I.I. Vorovich
Research interests:
Projection methods for solving equations of convolution type.
Research projects:
Fast and accurate restoration of blurred image obtained by rotating the camera.
Teaching:
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Mathematical analysis. training / specialty Direction: 01.03.02 "Applied Mathematics and Informatics". The direction (profile) of the program: Academic bachelor.
The objectives of development disciplines (modules): the study of the basic sections of mathematical analysis related to various methods of research variables, Koto-cerned basis of differential and integral calculus. Objectives: the mastery of technique studies the convergence of sequences; the study of methods for finding limits of sequences and functions; mastering techniques of differentiation and integration of functions in the solution of theo-retical and applied problems; skills study the behavior of functions methods of differential calculus; mastering the technique of differentiation of functions of several variables.
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Mathematical Analysis 3. Field of study / specialty: 01.03.02 "Applied Mathematics and Informatics". The direction (profile) of the program: Academic bachelor. Education Level: Bachelor.
The objectives of development disciplines (modules): the study of the advanced sections of mathematical analysis related to the construction of the theory of multiple integrals, improper integrals, numerical and functional series, power series and Fourier series and integrals over-hanging on the parameter. Objectives: To master the technique of calculating multiple integrals; the study of methods of investigation of improper integrals, numerical and function series; skills study of power series and Fourier series; familiarity with the basic properties of integrals depending on a parameter.
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Complex analysis. Direction of training / specialty: 01.03.02 "Applied Mathematics and Informatics" direction (profile) of the program: Academic bachelor. Education Level: Bachelor's degree.
The objectives of development disciplines (modules): the study of complex function theory, including the theory of analytic functions, power series and Laurent series, residue theory. Objectives: To master the technique of integration and differentiation of functions of complex pe-belt; familiarity with the theory of power series and Laurent series of analytic functions; research skills of analytic functions by using the theory of residues, the application of this theory to the computation of integrals of various types
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Numerical data processing methods. training / specialty Direction: 01.04.02 "Applied Mathematics and Informatics". Master's program: Mathematical and software of computers. Education level: Master.
The objectives of development disciplines (modules): development of students' competencies related to the numerical processing of multidimensional data, mastering multidimensional Fourier transformation, approximate methods for solving equations of convolution type, errors in estimation methods. Objectives: To study the principles of numerical processing of multidimensional data; mastery of the Fourier method; study of approximate methods for solving multidimensional equations of convolution type; mastering the methods of estimation errors; mastering the methods of data recovery in the image restoration example.
