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Akimzhanova Shynar Auenovna

Akimzhanova Shynar Auenovna

Master of humanities

Senior Lecturer

Institute of Automation and Information Technologies

Department of "Higher Mathematics and Modeling"

Email: sh.akimzhanova@satbayev.111

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Professional biography

01.09.2003-01.09.2005гг. KazNTU named after K.I. Satpayev, the lab assistant of department "Mathematics";

01.09.2005-01.09.2008гг. K. I. Satpayev KazNTU, the assistant of department "Mathematics";

01.09.2008-01.09.2016гг. K. I. Satpayev KazNTU, teacher, senior teacher of the department "Mathematics";

01.09.2016-01.09.2022гг. K. I. Satpayev KazNTU, lecturer of the department "Higher mathematics".

Education

1. From 1997-2001. Al-Farabi Kazakh State University, Faculty of Mechanics and Mathematics, full-time.  Majoring in Mathematics,

qualification mathematician with awarding of academic degree of bachelor,

diploma number ЖБ 0197553

registration No. 1423 

2. From 2001-2003. Kazakh National University named after Al-Farabi, Faculty of Mechanics and Mathematics, full time.

On a speciality mathematics,

 qualification of mathematician with awarding of academic degree of master,

diploma number

MTB №10007950

registration number 1742

Publications

1. Macroscopic Boundary Conditions on a Solid Surface in Rarefied Gas Flow for a One-Dimensional Nonlinear Nonstationary 12-Moment System of Boltzmann Equations. ISSN 0965-5425, Computational Mathematics and Mathematical Physics, 2019, Vol. 59, No. 10, pp. 1710–1719. © Pleiades Publishing, Ltd., 2019. Russian Text © The Author(s), 2019, published in Zhurnal Vychislitel’noi Matematiki i Matematicheskoi Fiziki, 2019, Vol. 59, No. 10, pp. 1769–1778Received May 15, 2019. р.1710-1719

2. Mixed value problem for a one-dimensional nonlinear nonstationary Boltzmann's twelve moment system equations with the Maxwell-Auzhan Boundary Conditions. Global Journal of Science Frontier Research: F Mathematics & Decision Science Volume 20 Issue 5 Version 1.0 Year 2020. р.37-47

3. FINITE DIFFERENCE METHOD FOR NUMERICAL SOLUTION OF THE INITIAL AND BOUNDARY VALUE PROBLEM FOR BOLTZMANN’S SIXMOMENT SYSTEM OF EQUATIONS UNDER CONDITIONS OF MIRROW AND DIFFUSION REFLECTION OF PARTICLES FROM THE BOUNDARY. Vestnik KazNU. Section 4, Applied Mathematics. JMMCS. №1(113). 2022

4. APPROXIMATION OF MAXWELL’S MICROSCOPIC BOUNDARY CONDITIONS FOR ONEDIMENSIONAL NONSTATIONARY NONLINEAR BOLTZMANN'S TWELVE MOMENT EQUATIONS. The abstract book of the forth international conference on analysis and applied mathematics 2018, 6-9 September, Near East University, Lefcosa (Nicosia), Mersin 10, Turkey, p.168.

5. Математикалық модельдердің көмегі арқылы жылу өткізгіштік теңдеуінің шешімін табу. Международной научно- практической конференции «Научный прогресс на рубеже тысячелетий».- Чехия, 22-30 мая 2016г.