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Sadykova Kelbet

Sadykova Kelbet

 

PhD, Senior Lecturer

Office 2418, phone: +7(7172)38-87-72

e-mail: k.sadykova@kazatu.edu.kz

 

Sphere of scientific interests

Theory of functions and functional spaces, harmonic analysis.

Delivered disciplines

Mathematics 1, Mathematics 2, Algebra and geometry, Theory of probability and mathematical statistics, Mathematical analysis

Education

1998 - 2002 E.A. Buketov Karagandy State University (KSU), on the specialty «0101 – Mathematics»;

2002 – 2004 master course at KSU, on the specialty «510150 – Mathematics»;

2017 – 2020 PhD course at L.N. Gumilyov Eurasian National University (ENU), on the specialty «6D060100 - Mathematics».

Work experience

2004-2009 KSU, lecturer of the Department “Mathematical Analysis and Differential Equations”;

2009-2015 S. Seifullin Kazakh Agrotechnical University (KazATU), Assistant of the department "Higher Mathematics";

2010-2017 KazATU, Deputy Dean of the Faculty “Computer Systems and Vocational training”;

2015-2017 KazATU, Senior lecturer of the department "Higher Mathematics";

2017-2020 PhD studies at ENU;

Since 2020 KazATU, Senior lecturer of the department "Higher Mathematics".

Advanced training courses

  • Course “Approximation Theory and Harmonic Analysis”, Centre de Recerca Matematica (Barcelona, Spain), 2019.
  • Course “Methodology for teaching sections of higher mathematics: linear differential equations and Euclidean structure”, S.Seifullin KazATRU, 2023.

Published works

More than 30 works were published. More important among them close to the  mentioned sphere of scientific interests are:

  1. O'Neil-type inequalities for convolutions in anisotropic Lorentz spaces // Eurasian Mathematical Journal. – 2019. – Vol. 10, Num. 3. – P. 68-83 (Web of Science, Scopus, Math-Net.Ru).
  2. 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. – Vol. 95, Num. 3. – P. 51-59 (Web of Science, MathSciNet).
  3. The convolution in anisotropic Triebel–Lizorkin spaces // Abai university Bulletin. Ser. Physics & Mathematical Sciences. – 2020. – Vol. 1, Num. 69. – P. 163-168.
  4. The сonvolution in anisotropic Besov spaces // Al-Farabi Kazakh national university Journal of Mathematics. Mechanics and Computer Science. – 2020. – Vol. 2, Num. 106. – P. 18-30.