Bachelor:

• - Functional spaces

• - Fourier series and their application (FSTA 4312)

• - Wavelet transforms (VP 3318)

• - Veivlet analysis

• - Continuous wavelet transform (CWT 3211)

• - The discrete and continuous wavelet transform (TDCWT 3211)

• - The discrete and continuous wavelet transform (DCWT 4228)

Master (scientific-pedagogical):

• - Mathematical models of signal processing (MMSP 5202)

• - Walsh and Haar's series
• - Classes of functions and Fourier coefficients (CFFC 5305)

• - Wavelet analysis (VA 6351)
• - Series in multiplicative systems (RMS 6206)

• - Hilbert transform and conjugate functions (HTCF 5218)
• - Boundedness of singular integrals in functional spaces (BSIFS 5219)
• - Rows of Fourier-Haar (RF-H5305)

• - Series by multiplicative systems (SMS 5312)
• - Binary analysis (BA 5309)
• - Signal processing using orthogonal transformations (SPUOT 5319)
• - Boundedness of singular integrals in functional spaces (OSIFP 5225)
• - Wavelet analysis (WA 5321)

• - Spaces of potentials and their applications (SPThA 5222)

• - Wavelet analysis (WA 6335)
• - Integrability and summability of orthogonal series (ISOS 5203)
• - The general theory of interpolation Sobolev spaces (GThISS 6334)

• - Operational calculus (OC 5302)
• - Summability of Fourier coefficients functions from weight spaces (SFCFFWS 6333)

• - Singular integrals in function spaces (SIFS 5303)

• - Metric spaces and theory of operators (MSTO5210)
• - Spaces of potentials and their applications (SPTA 5212)

• - Wavelet analysis and its applications to signal processing

• - The theory of approximation of functions (ThAF 6321)
• - Binary Analysis and Its Applications to Signal Processing

Doctor PhD:

• - Function spaces with bases Walsh and Price
• - Convergence and summability of Fourier series for different orthogonal systems
• - d-dimensional mesh and hypercube Sobolev spaces and inequalities Besoba and Nikolsky

• - Two-dimensional network of space and their applications (DSPP 7304)

• - Discrete and continuous wavelet transform and its applications to signal processingiscret (DCWTASP 7304)
• - Generalized Morrey spaces (GMS 7301)
• - Harmonic Analysis on Zero-Dimensional Groups (HAZG 7304)
• - Convergence and Summability of Fourier Series in Different Orthogonal Systems (CSFS 7306)
• - Functional Spaces with Bases Walsh and Price (FSBWP 7303)
• - Series of generalized Haar systems (SGHS 7301)

• - Classes of functions and Fourier coefficients (CFFC 7209)
• - Trigonometric Series and Fourier Transform (TSFT 7220)

• - Classes of functions and Fourier coefficients (CFFC 7308)
• - Walsh and Haar series and transforms (WHST 7318)
• - The boundedness and compactness of operators in spaces of Morrey type (BCOS 7327)

• - Hardy and Bellman type transforms (HBTT 8304)
• - Academic writing (AW7209)
• - Fourier series and Fourier transforms (FSFT 7204)

• - Classes of functions and Fourier coefficients (CFFC 7201)

• - The measure and Lebesgue integral (MLI 7203)
• - Theory of Functional Spaces (APFAM 8301)

• - Classes of functions and Fourier coefficients (CFFC 7203)
• - The boundedness and compactness of operators in spaces of Morrey type (BCOS 8302)

Master (specialized):

• - Wavelet analysis