Sherniyazov Kairat
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Name |
Sherniyazov Kairat |
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Post
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Teaching area and designation |
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Academic career
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Initial academic appointment |
Institution |
Year |
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Student |
Al-Farabi Kazakh National University, Kazakhstan |
1989-1994 |
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Graduate Student (Aspirant) |
Al-Farabi Kazakh National University, Kazakhstan |
1994- 1998 |
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Doctorate (subject) |
Institution |
Year |
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Approximate restoration of functions and solutions of the equation of heat conductivity (Candidate thesis in Mathematical Analyze) |
Institute of Mathematics, Kazakh National Academy of Sciences |
1999 |
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Master degree (subject) Number-theoretic methods in the analysis |
Institution Al-Farabi Kazakh National University, Kazakhstan |
Year 1994 |
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Undergraduate degree (subject) |
Institution |
Year |
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Student |
Al-Farabi Kazakh National University, Kazakhstan |
1989 - 1994 |
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Employment
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Position |
Employer |
Period |
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Lecturer of the Functional Analyze and Probability Theory Department |
Al-Farabi Kazakh National University |
1999-2011 |
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Lecturer of the Fundamental Mathematics Department |
Al-Farabi Kazakh National University |
since 2011 |
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Senior Scientific Researcher |
Institute of Mathematics, Kazakh National Academy of Sciences |
2006- 2015 |
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Research and development projects over the last 5 years |
Name of project or research focus |
Period and any other information |
Partners, if applicable |
Amount of financing |
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The generalized analytical vectors and their applications, resolvability of the solitonic nonlinear equations of dimension (1+1) `( Senior Scientific Researcher ) |
2012-2014 |
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10 million tenge per year |
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Important publications over the last 5 years |
Selected recent publications from a total of approx. 85 |
Author(s) |
Title |
Publisher, place of publication, date of publication or name of periodical, volume, issue, page numbers |
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1 |
Tulepbergenov A., Sherniyazov K. E. |
The vortex model of the windturbine Darie |
Of the IV Congress of the Turkic world mathematical society 1-3 July, 2011.-S. 475. |
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2 |
Sherniyazov K., Berikhanova M. , Temirgaliev N. |
The exact order of computer (computational) widths when samplingsolutions to the Klein-Gordon Equation in trigonometric coefficient initial conditions |
International Journal of Contemporary Mathematics.-New Delhi, India: Mind Reader Publications,-2012.-Vol. 3.-№1-2.-P. 77-80. |
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3 |
Nauryzbayev N. Zh., Sherniyazov K., Temirgaliev N. |
General Problem of the Definition of “inner Property” Grid for Effective Reconstruction |
International Journal of Contemporary Mathematics.-New Delhi, India: Mind Reader Publications,-2012.-Vol. 3.-№1-2.-P. 89 |
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4 |
Sherniyazov K., Berikhanova M. , Temirgaliev N. |
The exact order of the computer ( computing ) widths in the problems of reconstruction of functions and discretizations solutions of the Klein -Gordon equation for the Fourier coefficients // (in Russian) |
Modern problems matematiki. - Mathematical Institute . VA Steklova. - Moscow, 2013. - Vyp.№17 . -FROM. 179-207.1668 . |
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5 |
Exact orders of computational (numerical) diameters in problems of reconstructing functions and sampling solutions of the Klein-Gordon equation from Fourier coefficients //Proceedings of the Steklov Institute of Mathematics. -October 2013, Volume 282, Issue 1 Supplement, pp 165-191. |
Proceedings of the Steklov Institute of Mathematics. -October 2013, Volume 282, Issue 1 Supplement, pp 165-191. |
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6 |
Bliev N.K., |
On the smoothness of solutions of the Beltrami coefficients of Besov spaces (in Russian) |
Proceedings of the international scientific-practical conference "Information technology : innovation in science and education " Aktobe Regional State University . K.Zhubanova , February 20-21 , 2015 |
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