tleukhanova_nt@enu.kz
Bachelor:
2012:- - 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
- - Valid analysis
- - Real analysis
- - Functional analysis (FA 33 06)
Doctor PhD:
2011:- - 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)
- - 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)
- - Net spaces and their applications (NSTA 7203)
- - Introduction to interpolation theory
- - Theory of Functional Spaces (APFAM 8301)
Master (scientific-pedagogical):
2011:- - Summability of multiple Fourier series (SMFS 5306)
- - Theory of multipliers (ThM 5306)
- - 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)
- - 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)
- - Multipliers of trigonometric Fourier series (MTFS 5316)
- - Fourier multipliers in Lorentz spaces (FMLS 5317)
- - Transformations of type Hardy and Bellman (TTHB 5304)
- - The theory of measure (ThM 5303)
- - Net spaces and their application (NSAA 5317)
- - 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)
- - Metric spaces and theory of operators (MSTO5210)
- - The theory of approximation of functions (ThAF 6321)
- - Summability of Fourier coefficients functions from weight spaces (SFCFFWS 6333)
- - Theory of metric spaces (TMS 5303)
- - Transformations of type Hardy and Bellman (THB 6338)
- - Classes of multipliers in the trigonometric system (CMTS 5315)
- - Net spaces and their application (NSThA 5315)
- - Methods of functional analysis (MFA 5201)
- - Fourier multipliers in Lorentz spaces (FMLS 6324)
- - Multipliers of trigonometric Fourier series in optimal monitoring problems
- - Interpolation theory (ITh 5203)
- - Summability of multiple Fourier series (SMFS 6320)
- - The compact operators (KO5205)
- - Fourier series in the regular system (FSRS 5311)
- - Application of Trigonometric Fourier Series and Fourier Transforms in Information Compression Problems
1. The O’Neil Inequality in Anisotropic Grand Lorentz Spaces.
Journal of Mathematical Sciences United States. 2025
2. O’Neil Type Inequalities for Sobolev–Morrey Spaces.
Journal of Mathematical Sciences United States. 2025
3. On the Multipliers of Fourier Series in the Generalized Haar System.
Trends in Mathematics. 2024
4. On the Fourier transform of functions from a Lorentz space L2,r with a mixed metric.
Bulletin of the Karaganda University Mathematics Series. 2023
5. On the Marcinkiewicz–Calderón Interpolation Theorem for Integral Operators.
Mathematical Notes. 2022
6. MULTIPLIERS OF FOURIER-HAAR SERIES IN LORENTZ SPACES.
Eurasian Mathematical Journal. 2022
7. Multipliers of double Fourier–Haar series.
Advances in Operator Theory. 2021
8. On Multipliers of Fourier Series in the Haar System.
Mathematical Notes. 2021
9. ON TRIGONOMETRIC FOURIER SERIES MULTIPLIERS IN λp, q SPACES.
Eurasian Mathematical Journal. 2021
10. THE CONVOLUTION IN ANISOTROPIC BESOV SPACES.
Kaznu Bulletin Mathematics Mechanics Computer Science Series. 2020
11. The problem of trigonometric Fourier series multipliers of classes in λp,q spaces.
Bulletin of the Karaganda University Mathematics Series. 2020
12. Estimates of the norm of the convolution operator in anisotropic Besov spaces with the dominated mixed derivative.
Bulletin of the Karaganda University Mathematics Series. 2019
13. O'neil-type inequalities for convolutions in anisotropic lorentz spaces.
Eurasian Mathematical Journal. 2019
14. Norm convolution inequalities in lebesgue spaces.
Revista Matematica Iberoamericana. 2018
15. Some New Fourier Multiplier Results of Lizorkin and Hörmander Types.
Springer Proceedings in Mathematics and Statistics. 2017
16. The Marcinkiewicz Theorem on the Multipliers of Fourier Series for Weighted Lebesgue Spaces.
Springer Proceedings in Mathematics and Statistics. 2017
17. Summability of the Fourier coefficients of functions from anisotropic Lorentz space.
Aip Conference Proceedings. 2016
18. On multipliers of Fourier series in the Lorentz space.
Aip Conference Proceedings. 2016
19. Reconstruction operator of functions from the sobolev space.
Applied and Numerical Harmonic Analysis. 2016
20. The multipliers of multiple trigonometric Fourier series.
Open Engineering. 2016
21. Bochkarev inequality for the fourier transform of functions in the lorentz spaces L2,r(R).
Eurasian Mathematical Journal. 2015
22. On reconstruction of multiplicative transformations of functions in anisotropic spaces.
Siberian Mathematical Journal. 2014
23. On the coefficients of fourier series with respect to trigonometric systems in the space L2,r.
Mathematical Notes. 2013
24. On spectral properties of the modified convolution operator.
Journal of Inequalities and Applications. 2012
25. A Lizorkin Theorem on Fourier Series Multipliers for Strong Regular Systems.
Springer Proceedings in Mathematics. 2012
26. On a generalization of the Lizorkin theorem on Fourier multipliers.
Mathematical Inequalities and Applications. 2010
27. Norm inequalities for convolution operators.
Comptes Rendus Mathematique. 2009
28. Interpolation Formula for Functions of Several Variables.
Mathematical Notes. 2003
29. Interpolation formula for multiplicative transformations of functions of several variables.
Doklady Mathematics. 2003
30. Quadrature formulae for classes of functions of low smoothness.
Sbornik Mathematics. 2003
31. Interpolation formula for multiplicative transformation of multivariate functions.
Doklady Akademii Nauk. 2003
32. On hardy and bellman transformations for orthogonal fourier series.
Mathematical Notes. 2001
33. Lower and upper bounds for the norm of multipliers of multpile trigonometric fourier series in lebesgue spaces.
Functional Analysis and Its Applications. 2000
34. Approximate computation of integrals for functions in Wαp[0, 1]n.
Russian Mathematical Surveys. 2000
