Bachelor:

• - Fourier series and their application (FSTA 4312)

• - Real analysis (RA 2303)

• - Real analysis (RA 2313)

• - Integral Transforms (IT 4209)

• - Functions of a real variable (FRV 3309)

• - Real analysis (RA 2205)
• - Network space (NS 4214)

• - Complex analysis (CA 3210)
• - Complex variable functions (CVF 4208)

• - Real analysis

• - Functional analysis (FA 33 06)
• - Real analysis

• - Valid analysis

Doctor PhD:

• - Holomorphic functions and their application

• - The theory of measurable functions
• - Conversion of Hardy and Bellman

• -
• - Multidimensional Fourier Transform and Multipliers (MPFM 7303)
• - Multipliers of Double Trigonometric Fourier Series (MDTRF 7302)
• - Alpha Monotony and Convergence of Fourier Series (AMCFS 7304)

• - Multiparameter Interpolation Methods (MIM 7204)
• - (DSPP 7303)

• - Selected Chapters of the Theory of Function Spaces (SChTFS 7203)

• - Network Spaces and their Applications (NSTA 7306)
• - Actual Problems of the Fundamental Areas of Mathematics (APFNM 7202)
• - The convolution operator in function spaces (COFS 7316)
• - The interpolation of functional spaces (IFP 7307)
• - Trigonometric Fourier series and transforms (TFST 7317)
• - Anisotropic spaces. Interpolation theorems in anisotropic spaces (ASIT 7325)

• - Theory of Functional Spaces (TFS 7301)
• - Multipliers of Fourier series in the Lebesgue and Lorentz spaces (MFSL 7305)

• - Net spaces and their applications (NSTA 7203)
• - Fourier series and Fourier transforms (FSFT 7204)
• - Science research methods (SRM7209)
• - Multipliers of Fourier series in the Lebesgue and Lorentz spaces (MFSL 8302)
• - Anisotropic spaces. Interpolation theorems in anisotropic spaces (ASITAS 8304)

• - Theory of Functional Spaces (APFAM 8301)
• - Introduction to interpolation theory

Master (scientific-pedagogical):

• - Orthogonal series
• - Fourier series in the regular system

• - Fourier multipliers on Lorentz spaces (MFPL 6303)
• - Trigonometric Fourier series and Fourier transforms (TRFPF 5203)
• - Orthogonal series
• - Transformations of type Hardy and Bellman (PHB 5303)
• - Fourier series in regular system (RFRS 6206)

• - Summability of multiple Fourier series (SMFS 5306)
• - Theory of multipliers (ThM 5306)
• - Classes of multipliers in the trigonometric system (KMTS 6207)
• - Trigonometric Fourier series and Fourier transform (TFSFT 5306)

• - Classes of multipliers in the trigonmetric system (CMTS 6208)

• - Transformations of type Hardy (THT 6350)
• - Transformations of type Bellman (TTB 6351)

• - Fourier series in the regular system (FSRS 5316)
• - Transformations of type Hardy and Bellman (TTHB 5304)
• - Multipliers of trigonometric Fourier series (MTFS 5316)

• - Fourier multipliers in Lorentz spaces (FMLS 5317)

• - Classes of multipliers in the trigonometric system (CMTS 5315)
• - The theory of measure (ThM 5303)
• - Net spaces and their application (NSAA 5317)
• - Net spaces and their application (NSThA 5315)

• - Summability of multiple Fourier series (SMFS 6320)
• - Multipliers of trigonometric Fourier series (MTFS 6314)
• - Multipliers on weighted spaces of smooth functions (MWSSF 6343)
• - Trigonometric Fourier series and Fourier transform (TFSFT5202)

• - Generalized Morrey spaces and their application (GMSTA 5306)
• - Summability of Fourier coefficients functions from weight spaces (SFCFFWS 6333)
• - Application of Trigonometric Fourier Series and Fourier Transforms in Information Compression Problems

• - Metric spaces and theory of operators (MSTO5210)

• - Transformations of type Hardy and Bellman (THB 6338)
• - Fourier multipliers in Lorentz spaces (FMLS 6324)
• - Multipliers of trigonometric Fourier series in optimal monitoring problems
• - Interpolation theory (ITh 5203)

• - Methods of functional analysis (MFA 5201)
• - The compact operators (KO5205)
• - Theory of metric spaces (TMS 5303)
• - Fourier series in the regular system (FSRS 5311)

• - Multivariable interpolation method and its application (MIMIP 6342)
• - The theory of approximation of functions (ThAF 6321)