Bachelor:

• - Decisions on Mathematics Olympiad problems
• - Theory and teaching techniques of mathematics

• - Differential and integral equation (DIT 2204)
• - Differential and integral equation

• - Diffenetsialnye and integral equations (DIT 2202)
• - Differential equations

• - Differential Equations (DR 2205)
• - Ordinary differential equations (ODE 2207)
• - Differential equations (DE 2206)

• - Differential Equations (DE 2209)
• - Algebra and analytical geometry (AlgAG 1202)

• - Analytical geometry (AG 1205)
• - Methodical bases of teaching of elementary functions in high school (MBTEFHS 3309)
• - Methodological aspects of the presentation of functions and the limits (MAPFL 4309)
• - Methodological aspects of the presentation of the differential and integral calculus (MAIDII 4309)

• - Differential equations (DU 2206)

• - Differential and integral equations (DIE 2207)
• - Differential equations (DE 3219)
• - Introduction to Research (IR 4310)
• - Probability theory, mathematical statistics, data processing (PTMSDP 3210)

• - Differential equations and mathematic physics equations (DEMPE 2206)
• - Differential Equations (DE2207)
• - Probability theory, mathematical statistics, data processing (PTMSDP 3223)
• - Differential Equations (DE 3202)

• - Fundamentals of scientific research (FR 4308)
• - Introductionto research (IR 4309)

• - Differential geometry and topogy (DE 2211)
• - Introduction to Research (ITR 4307)
• - Differential equations (DE 2203)

• - Mathematical analysis I (MA1202)
• - Differential Equations (DE 3206)
• - Differential equations and mathematic physics equations (ADG 2206)
• - Mathematical analysis 2
• - Mathematical analysis II (MA 2201)
• - Mathematical analysis II
• - Differential Equations
• - Differential equations

• - Mathematical analysis I
• - Mathematical analysis 1
• - Mathematical analysis III (MA 2206)

• - Mathematical analysis II (MA2202)
• - Differential equations.
• - Mathematical analysis
• - Theory of probability and mathematical statistics (PTMS 2205)
• - Mathematical analysis 2
• - Differential Equations..
• - Differential Equations

• - Differential and Integral Equations
• - Differential and integral equations
• - Differential and integral equations

Master (scientific-pedagogical):

• - Technique for solving Olympiad problems 5-7 classes
• - Technique for solving Olympiad problems 8-11

• - Integral method of presentation in high school (MIISSh 5303)
• - Navier-Stokes equations
• - Boundary value problems with moving boundaries

• - Methods fop solving problems of parametric (MSPP 5203)
• - Fundamental questions of differential equations (FQDE 5206)
• - Methodological solutions exposition theme "inequalities" (MRITN 6308)
• - Spectral theory of differential operators (STDO 5207)
• - General boundary value problems for partial differenrial equations (OGZUChP 6207)
• - Modern methods of elliptic equations theory (SMTEU 6207)

• - Fundamental questions of analysis (FQA 5205)
• - Boundary value problems for differential equations (BVPDE5309)
• - Theory of metric spaces (ThMS5308)
• - Modern problems of theory of differential equations (MPThDU 5320)
• - Theory of limits in school course of mathematics (ThLSM 5324)

• - Spectralt heory of differential operators (SHDO6341)
• - Methods for solving equations and inequalities with parameters in high school (MSEPHS6216)

• - Variational methods in mathematical physics (VMMPh6214)

• - Method of introducing the concept of function in high school (MICFHS 5325)

• - Singular differential equations (SDE 6208)
• - Main chapters of the introduction to analysis (TCHA 6233)
• - The Linear equations in Banach space (LEBS 5307)
• - Methods for solving equations and inequalities in school mathematics (MSESM6215)

• - Spectraltheory of differential operators (STDO 6303)
• - Theory of Polynomials (TP 5320)
• - Boundary value problems for differential equations (BVPDE 5307)

• - Theory of metric spaces (TMS 5303)

• - Variational methods in mathematical physics (VMMP 6311)
• - The linear differential operators (LDO 5205)
• - The generalized solutions of the equations of mathematical physics (GSEMPh 6341)

• - The linear equations in the Banach space (LEBS 6332)
• - Multipliers of trigonometric Fourier series in optimal monitoring problems

• - Boundary value problems for ordinary differential equations (BVPODE 5301)
• - Dynamical models of financial mathematics

Doctor PhD:

• - Actual problems of the theory of differential equations, numerical mathematics and control theory

• - Modern Problems in the Theory of Differentifl Equations and Computationfl Mathematics (MPTDECM 7202)

• - Differential Equations with Unbounded Coefficients (DEUC 8302)