Berikkhanova Marzhan

Name Berikkhanova Marzhan
Post Teaching area and designation Associate professor, the Candidate of Physical and Mathematical Sciences, (Functional analysis, function’s theory, approximation theory). Associate professor of Fundamental Mathematics Department
Academic career     Initial academic appointment Institution

Year
Student Semipalatinsk Pedagogical Institute

1988-1990
Student The kazakh state university named S.M.Kirov

1990-1994
Graduate Student (applicant) The kazakh state university named S.M.Kirov

1998- 2001
Associate professor of Department of Functional analysis and probability theory The kazakh national university named al-Farabi

2008

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
 Kolmogorov prewidths  2012-2014  Sikhov Mirbulat Bakytzhanovich  2 million tenge per year
 Information technology on the basis of the study of quasi-Monte Carlo method involving algebraic number theory  2012-2014  N. Temirgaliev  2 million tenge per year
 

Important publications

over the last 5 years   		  Selected recent publications  Author(s)  Title  Publisher, place of publication, date of publication or name of periodical, volume, issue, page numbers
 1 Temirgaliyev, N. K. Sherniyazov Y., Berikkhanova M. Y..  Exact Orders of Computational (Numerical) Diameters in Problems of Reconstructing Functions and Sampling Solutions of the Klein –Gordon Equationfrom Fourier Coefficients.  Proceedings of the Steklov Institute of Mathematics        October 2013, Volume 282, Issue 1 Supplement, pp 165-191
2 Temirgaliyev, N. K. Sherniyazov Y., Berikkhanova M. Y. The exact order of the computer ( computing ) widths in the problems of reconstruction of functions and sample solutions of the Klein -Gordon equation for the Fourier coefficients Moscow . Current problems in mathematics . Vol . 17 , 2013 , p. 179-207
3 Berikhanova М., Sherniyazov К., Temirgaliev N. Exact orders of computer (computational) width discretization operator of differentiation of functions from sobolev classes on trigonometric fourier coefficients. New Delhi, India. International Journal of CONTEMPORARY MATHEMATICS. vol.3, No 1-2, p. 77-80
 4  Sherniyazov К., Temirgaliev N., Berikhanova М..  Exact orders of computer (computational) width when reconstruction of function with dominated mixed derivative by trigonometrically fourier coefficients

New Delhi, India.

International Journal of CONTEMPORARY MATHEMATICS. vol.3, No 1-2, p. 85-88.