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Abdiramanov Zhanars Alda-Ongarovich

 

BRIEF AUTOBIOGRAPHY

Abdiramanov Zhanars Alda-ongarich was born on March 25, 1993. Nationality - Kazakh. In 2010 he graduated from school-gymnasium No. 2 of the Aktobe region, Martuk district.

 

In 2010, he entered the Aktobe Regional State University named after Zhubanov, majoring in "5B01110-Informatics". As a student, he participated in a number of republican forums and competitions for students. He was a member of the university Olympic team in the specialty "5B01110-Informatics". Graduated from the university in 2014.

 

In 2015, he entered the master`s program at the Kazakh National Pedagogical University named after Abai, majoring in "6M060100-Mathematics". In 2017, he graduated from the master`s program and received a scientific degree of master of natural sciences.

 

In 2017, he entered doctoral studies at the Kazakh National Pedagogical University named after Abai, majoring in "6D060100-Mathematics".

 

Since 2020, he has worked as a teacher at the Department of Mathematics and Mathematical Modeling at the Institute of Mathematics, Physics and Informatics of KazNPU named after Abay. Since 2023 he has been working as a senior teacher.

 

EDUCATION

Educational institution

Qualification

Expiration date

ARSU named after Zhubanov

Bachelor

2014

KazNPU named after Abai

Master`s degree

2017

KazNPU named after Abai

Doctoral studies PhD

2020

 

ACADEMIC DEGREE

Name of academic degree

Branch of science

Diploma issue date

master

Natural Sciences

2017

 

DISCIPLINES TAUGHT

Differential equations
Integral equations
Computational Mathematics
Numerical methods
Theory of difference schemes

 

SCIENTIFIC ACTIVITY
1. Berdyshev A.S., Hasanov A., Abdiramanov, Zh. (2020). Solution of Cauchy Problem for the Generalized Gellerstedt Equation // Lobachevskii Journal of Mathematics. - 2020. - Vol. 41, №9. - P. 1762-1771. DOI: https://doi.org/10.1134/S199508022009005X. (Q2, Scopus Percentile - 56).
2. Berdyshev A.S., Abdiramanov Zh.A., Blieva D.N., Akhtaeva N.S. A brief overview of modern research of the processes dynamics in unsteady water flows using the shallow water equation// Journal of Mathematics, Mechanics and Computer Science. - 2021. - №4 (112). - P. 170-180. https://doi.org/10.26577/JMMCS.2021.v112.i4.15 (Q4)
3. Berdyshev A., Aloev R., Abdiramanov Z., Ovlayeva M. An Explicit-Implicit Upwind Difference Splitting Scheme in Directions for a Mixed Boundary Control Problem for a Two-Dimensional Symmetric t-Hyperbolic System. Symmetry 15(10), 2023, 1863. https://doi.org/10.3390/sym15101863 (Q1, Scopus Procentile - 93)
4. Абдираманов Ж.А., Коксалов К.К. Применение метода фурье к решению граничных задач для неоднородного уравнения теплопроводности // Вестник КазНПУ. Серия «Физико-математические науки». - 2017. - №3 (59). - С. 5-11. http://sp.kaznpu.kz/docs/jurnal_file/file20181109021608.pdf (КОКСОН).
5. Абдираманов Ж.А., Коксалов К.К. Решение уравнений теплопроводности с неоднородными граничными условиям // Вестник КазНПУ. Серия «Физико-математические науки». - 2018. - №1 (61). - С. 5-11. https://bulletin-phmath.kaznpu.kz/index.php/ped/issue/download/14/12 (КОКСОН).
6. Бердышев А.С., Абдираманов Ж.А. Разрешимость начально-краевой задачи для уравнения гиперболического типа с памятью // Вестник КазНПУ. Серия «Физико-математические науки». - 2018. - №3 (63). - С. 50-53. http://sp.kaznpu.kz/docs/jurnal_file/file20190110114323.pdf (КОКСОН).
7. Имомназаров Х.Х. Бердышев А.С. Абдираманов Ж.А. Классическое решение первой смешанной задачи для уравнения пористых сред с памятью в криволинейной полуполосе. // Известия Международного казахско-турецкого университета имени Х.А. Ясави, серия "Математика, физика и информатика". - 2019. - №1(8), - С. 7-19 https://ayu.edu.kz/wp-content/uploads/2019/07/h-tu-habarlary-18-08072019.pdf.
8. Berdyshev, A., Aloev, R., Akbarova, A. и Abdiramanov, Z. 2022. Numerical solution of a mixed problem for a two-dimensional system of Saint-Venant equations // Вестник КазНПУ. Серия «Физико-математические науки». - 2022 - №3(79) - P. 73-82. https://bulletin-phmath.kaznpu.kz/index.php/ped/article/view/1019/689
9. Бердышев А.С., Абдираманов Ж.А. Разностный аналог смешанной задачи для гиперболического уравнения с памятью / Abstracts of the Uzbekistan-Malaysia international conference Computational Models and Technologies, September 16-17, 2022, - P. 39. https://uniwork.buxdu.uz/resurs/12528_1_BE6927991732741F26A1FD93F1E3245C4FEEC00B.pdf
10. Бердышев А.С., Абдираманов Ж.А., Шавкаева Э.Э. Задачи с условием Бицадзе-Самарского для линейного гиперболического уравнения с памятью // Computational Models and Technologies: Abstracts of the Uzbekistan-Malaysia international conference, 2022, - P. 93. https://uniwork.buxdu.uz/resurs/12528_1_BE6927991732741F26A1FD93F1E3245C4FEEC00B.pdf
11. Baishemirov Z.D., Baigereyev D.R., Abdiramanov Z.A., Madiyarov M.N. Computing service architecture for simulation of stochastic flow processes in complex porous media // Abstract book of the International Conference «Computational and Information Technologies in Science, Engineering and Education (CITech-2022)», October 12-15, 2022. - Almaty, 2022. - pp. 12. https://acagor.kz/media/uploads/citech-2022/AbstractBook.pdf

 


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