Preparatory department:

• - Mathematical Literacy (ML 1103 (1.1))

• - Mathematics (Mat 1207 (2))

• - Mathematics (Mat 1207 (1))

Master (scientific-pedagogical):

• - Unbounded linear operators
• - Theory of metric spaces (TMP 5208)

• - Differential equations, mathematical physics and numerical methods for solving them (DEMPhNMIS 5302)

• - Signal processing using orthogonal transformations (SPUOT 5319)
• - Spectralt heory of differential operators (SHDO6341)

• - Series by multiplicative systems (SMS 5312)
• - Boundary value problems for ordinary differential equations (BVPODE 5304)
• - Binary analysis (BA 5309)

• - Additional chapters of theory of differential equations (DGTD 5233)
• - Linear theory of finite-dimensional opera (LTKO 5209)
• - Discrete space and the basic inequalities in them (DPO 5217)
• - Inequalities in functional spaces (NFP 5218)
• - Nonlinear analysis in finite-dimensional space. (NAKP 5207)
• - Linear analysis in finite-dimensional space (LAKP 5208)
• - Integrability and summability of orthogonal series (ISOS 5221)
• - Spaces of potentials and their applications (SPThA 5222)
• - The basic computational aggregates of the numerical analysis (OVA 5225)
• - Methodical presentation solutions of real numbers (MRI 5310)
• - Fundamental questions of analysis and differential equations (FVADU 5201)
• - Summability of multiple Fourier series (SKRF 5216)
• - Nonlinear theory of finite-dimensional operators (NTKO 5211)
• - Expansions and contractions of linear operators (ECLO 5323)

• - Computational (numerical) diameter by exact information (C(N)DEI 5213)
• - ThE Singular differential equations (SDU 6315)
• - Variational methods in mathematical phyzics (VMMP 6307)
• - Orthogonal polynomials (OP 5313)
• - Elements of quality analysis of half-linear differential equations of second order (EGA 5304)
• - Qualitative characteristics of solutions of nonoscillatory differential equations of the second order (QChSNDESO 6345)
• - Oscillatory of the second order differential equations (OSODE 6344)

• - Discrete space and the basic inequalities in them (DSBI5206)

• - The maximal regularityand Spectral theory (MRSTh 6310)
• - Integral equations and its applications (IEA 5311)
• - Spectraltheory of differential operators (STDO 6303)
• - Differential and integral calculus in a school course to mathematics (DICSCM 6301)
• - Elements of the theory of generalized functions (EThGF 5216)
• - Theory of Polynomials (TP 5320)

• - Generalized Morrey spaces and their application (GMSTA 5306)
• - Hardy-Littlewood inequality in the generalized Lorentz space (HLIGLS 6307)
• - Metric spaces and theory of operators (MSTO5210)
• - Application of Hardy-type weighted inequalities in physics to determine the oscillation properties of objects

• - Singular differential equations (SDE 6307)
• - Variational methods in mathematical physics (VMMP 6311)
• - The linear differential operators (LDO 5205)
• - Expansion and contraction of linear operators (ECLO 5314)
• - The generalized solutions of the equations of mathematical physics (GSEMPh 6341)
• - Interpolation theory (ITh 5302)
• - Transformations of type Hardy and Bellman (THB 6338)

• - Methods of functional analysis (MFA 5201)
• - Multivariable interpolation method and its application (MIMIP 6342)
• - C* - Algebras (CA 6316)
• - Application of nonlinear analysis in finite-dimensional space in economic models
• - Dynamic Equations on Time Scales (DETS 5204)
• - Trigonometric Fourier series and Fourier transform

• - Operational calculus (OC 5302)
• - Operators separability theory (OSTh 6308)
• - Summability of multiple Fourier series (SMFS 6320)
• - The compact operators (KO5205)
• - Unbounded linear operators (ULO 5321)
• - Expansions and contractions of linear operators (ECLO 5317)
• - C*-Algebra (CA 5304)
• - The maximal regularityand Spectral theory (MRSTh 5302)
• - Maximum Regularity Approach to Equations of Quantum Mechanics
• - Boundary value problems for ordinary differential equations (BVPODE 5301)
• - Fourier series in the regular system (FSRS 5311)

Doctor PhD:

• - Additional Chapters of Mathematical Physics (DGUMF 7204)

• - Methods of Study of Vibrational Properties of Nonlinear ODE (MSVPN 7306)

• - Classes of functions and Fourier coefficients (CFFC 7308)

• - *Modern Problems in the Theory of Selected Chapters of the Theory of Function Spaces (SPTM 7301)
• - The classical fractional integral operators and their properties (CFIOP 7323)
• - Network Spaces and their Applications (NSTA 7306)
• - Noncommutative Lp -spaces (NLS 7339)
• - Walsh and Haar series and transforms (WHST 7318)
• - A convolution type operator in anisotropic spaces (COAS 7333)
• - The boundedness and compactness of operators in spaces of Morrey type (BCOS 7327)
• - Von Neumann algebra (VNA 7338)
• - Applied functional analysis (AFA 7335)

• - The convolution operator in function spaces (COFS 7304)

• - Morrey spaces and their interpolation properties (MSTIP 7204)
• - The convolution operator in function spaces (COFS 8302)
• - Recovery of functions for various types of numerical information (RFVNI 8302)

• - Net spaces and their applications (NSTA 7203)
• - The measure and Lebesgue integral (MLI 7203)
• - Properties of the matrix operators and its applications (PMOA 8302)
• - Probabilistic-theoretical approach to Analysis problems (PTAAP 8304)
• - Noncommutative Lp spaces

• - Weighted estimates of fractional integral type operators in functional spaces (WEFI 7331)
• - Differential Equations with Unbounded Coefficients (DEUC 8302)

• - Theory of Functional Spaces (APFAM 8301)
• - Classes of functions and Fourier coefficients (CFFC 7203)

Bachelor:

• - Numerical methods of solving problems of mathematical physics (ChMRZMF 3304)
• - Equations of mathematical physics (EMP 2210)

• - Equations of mathematical physics
• - Mathematical analysis (MA 1204)

• - Differential and integral equation (DIT 2204)
• - Differential and integral equation (DIE 2212)
• - Differential and integral equation
• - Digital methods and mathematical modeling (ChMMM 2219)
• - Equations of mathematical physics (UMF 3315)
• - Differential and integral equation (DIE 2202)
• - Theory of functions and functional analysis (TFFA 3316)
• - Mathematical analysis - 2 (MA 1214)
• - Econometrics (E 3320)

• - Introduction into computing mathematics
• - Calculus of variations
• - Differential equations
• - Variational calculation and optimization methods (VCOM 4305)
• - Diffenetsialnye and integral equations (DIT 2202)
• - Mathematical analysis I (MA (I) 1205)
• - Mathematical analysis (MA 1203)
• - Mathematical analysis 2 (MA 1204.)

• - Differential Equations (DR 2205)
• - Partial differential equations (PDE 4222)
• - Probability theory and mathematical statistics* (PTMS 2207)
• - Mathematical analysis (I)
• - Mathematical analysis 2 (MT (2) 1204)

• - Differential equations and equations of mathematical physics (DEEMP 2204)
• - Differential Equations (DE 2209)
• - Equations of mathematical physics (UMF 3213)
• - Mathematical analysis

• - The theory of probability and Mathematical statistics (TPM 2205)
• - The theory of functions of a complex variable (TFCV2208)
• - Equations of mathematical physics (EMPh 3219)
• - Equations of mathematical physics (EMPh 4217)
• - Equations of mathematical physics (MFT 3214)
• - Real analysis (RA 2313)
• - Functional analysis (FA 3301)
• - The theory of functions of a complex variable (TFCV 2208)
• - Mathematical analysis -2 (MA 1211 (2))
• - Theory of functions of complex variables and field theory (TFCV 2205)
• - Mathematical analysis (MA (1)1201)

• - Differential equations (DU 2206)
• - Partial Differential Equations (PDE 4319)
• - Theory of linear integral equations (TLIE 4311)
• - The discrete wavelet transform (DWT 3217)
• - Continuous wavelet transform (CWT 3211)
• - Mathematical analysis I (MA (I) 1201)
• - Mathematical analysis II (MA (II) 1203)
• - Equations of mathematical physics (EMPh 3214)
• - Mathematical analysis-1 (MA 1203 (1))

• - Equations of mathematical physics (EMPh 3312)
• - Partial differential equations (PDE 4221)
• - Functions of a real variable (FRV 3220)
• - Differential and integral equations (DIE 2207)
• - Generalized functions (GF 4211)
• - The theory of operators (TO 4202)
• - Selected chapters of the functional analysis (SChFA 3320)
• - Probability theory and mathematical statistics (PTMS 1203)
• - Theory of probability* (TP 2205)
• - Selected chapters of the probability theory and mathematical statistics (SChPThMS 3310)
• - Integral edugations (IE 4223)
• - Functions of a complex variable (FCV 4201)
• - Differential equations (DE 3219)

• - Equations of mathematical physics (EMPh 3212)
• - Econometrics (Eco 3220)
• - Equations of mathematical physics (EMP 3308)
• - Differential equations and mathematic physics equations (DEMPE 2206)
• - Complexanalysis (CA3304)
• - Differential Equations (DE2207)
• - Fundamentals of mathematical statistics (FMS 3224)
• - Mathematical analysis II (MA 1210(2))
• - Differential and integral extinctions (DIE 1202)
• - Linear programming and theory of games (LPTG 3219)

• - Differential and integral extinctions (DIE 1212)
• - Equations of mathematical physics (EMP 3307)
• - Partial differential equations (PDE 4216)
• - Integral equations (IE 3223)

• - Mathematical analysis (MA 2202)
• - Mathematical analysis (MA 1209)
• - Differential geometry and topogy (DE 2211)
• - Complex analysis (CA 3210)
• - The theory of functions of a complex variable (TFCV 4232)
• - Mathematical analysis II

• - Mathematical analysis I (MA1202)
• - Mathematical analysis II (MA2210)
• - Mathematical Analysis (MA 1202)
• - Differential Equations (DE 3206)
• - The theory of probability (TP 3228)
• - Differential equations and mathematic physics equations (ADG 2206)
• - Probability theory and mathematical statistics (PTMS 2206)
• - Mathematical analysis III (MA 3301)
• - Mathematical analysis 2
• - Mathematical analysis II (MA 2201)
• - Theory of functions of a complex variable
• - Mathematical analysis I
• - Mathematical analysis II
• - Probability theory and mathematical statistics
• - Mathematical analysis II (MA 1211)
• - Mathematical analysis 2 (MA (2) 1202)
• - Mathematical analysis IV
• - Differential Equations
• - Differential equations

• - The theory of functions of a complex variable (ThFCV)
• - Numerical methods
• - Equations of mathematical physics (EMF 3303)
• - Mathematical analisys II (MA 1207)
• - Matematical analysis I (MA1210)
• - Mathematical analysis I
• - Mathematical analysis 1
• - Theory of functions of complex variables (TFCV 2209)
• - Programming
• - Mathematical analysis I
• - Mathematical analysis III (MA 2206)
• - Mathematical analysis IV
• - Basics of scientific research
• - The theory of functions of a complex variable (TFCV 3210)
• - Probability theory

• - Practicum on solving problems of mechanics
• - Mathematical analysis-I (MT1201)
• - Complex variable functions (CVF 4208)
• - Mathematical analysis II (MA2202)
• - Differential equations.
• - Mathematical analysis
• - Probability theory and mathematical statistics
• - Theory of probability and mathematical statistics (PTMS 2205)
• - Mathematical analysis 2
• - Probability theory and mathematical statistics
• - Differential Equations..
• - Real analysis
• - Differential Equations
• - Mathematical analysis

• - Valid analysis
• - Actuarial and financial mathematics (AFM 3219)
• - Theory of probability and mathematical statistics (TPMS 2202)
• - Equations of mathematical physics (EMP 4304)
• - Probability theory and mathematical statistics
• - Functional analysis (FA 33 06)
• - Differential and Integral Equations
• - Differential and integral equations