Azhibekova Aliya Saparbekovna

Scientific projects

Development of an educational system based on machine learning algorithms, 04/01/2018 - 31/08/2018

Development of a digital adaptive educational environment using large-scale data analytics. Project of the Ministry of Education and Science of the Republic of Kazakhstan BR05236699-OT-19, 2018-2020

Publications

1. Azhibekova A.S. Recovering a Coefficient in a Parabolic Equation Using an Iterative Approach. AIP Conference Proceedings, V.1738, Issue 1 (2016)

2. Azhibekova A.S., Kurmankozhaeva A.A. A method of estimating the contents of components, structural and physical-mechanical properties of rocks. IOP Publishing, IOP Conf. Series: Materials Science and Engineering, V. 241 (2017) 012044

3. Azhibekova A.S., Kolesnikova I.V., Kurmankozhaeva A.A. Interaction Energy in a Suspension of Gypsum and Dispersed Limestone. Materials Science Forum, v. 934, pp. 227-231, 2018

4. Azhibekova A.S., Rysbayuly B. Solving a coefficient inverse problem for a parabolic equation. VI Congress of the Turkic World Mathematical Society, 2017, Astana, Kazakhstan. C.104.

5. Bozhanov E.T., Tolganbaev A.Zh., Tulesheva G.A., Azhibekova A.S. Mathematical modeling of the perturbation process of a chain four-mass system during pumping oil of different viscosity. Proceedings of the NTO "KAHAK", No. 1 (64), Almaty, 2019. P. 17-29

6. Bozhanov E.T., Tolganbaev A.Zh., Tulesheva G.A., Azhibekova A.S. Distribution of perturbations after removal of conditions under a concentrated shear load. Proceedings of the NTO "KAHAK", No. 1 (64), Almaty, 2019. P. 30-42

7. Khairullin Ye. M., Tulesheva G.A., Azhibekova A.S. A Multidimensional boundary value problem of heat and mass transfer, when the boundary conditions contain higher-order derivatives. International Conference "Actual Problems of Analysis, Differential equations and Algebra" (EMJ-2019), 16-19 October 2019 at L.N. Gumilyov Eurasian National University, Nur-Sultan, The Abstract Book. pp. 161-162.

8. Khairullin E.M., Azhibekova A.S., Tulesheva G.A. On one boundary value problem for the integro-differential equation of heat and mass transfer. Bulletin of KazNITU, No. 3, 2020, -p.644-649

9. Khairullin E.M., Azhibekova A.S. A general boundary value problem for heat and mass transfer equations with high order normal derivatives in boundary conditions. Fifth International Conference on Analysis and Applied Mathematics (ICAAM 2020): Abstract book. Lefkosa (Nicosia): N. Near East University, Turkey. – 2020. – P.47

10. Khairullin E.M., Azhibekova A.S. On integral perturbation for the heat and mass transfer equation. Traditional international April mathematical conference in honor of the Day of Science Workers of the Republic of Kazakhstan. Abstracts of reports. Almaty, 2020. - P.125

11. Khairullin E.M., Azhibekova A.S. Multidimensional boundary value problem of heat and mass transfer with normal derivatives of the third order in the boundary condition. The traditional international April mathematical conference in honor of the Day of Science Workers of the Republic of Kazakhstan, dedicated to the 75th anniversary of Academician of the National Academy of Sciences of the Republic of Kazakhstan T.Sh. Kalmenov. Abstracts of reports. Almaty, 2021. - P.170-171

12. Khairullin E.M., Azhibekova A.S. A general boundary value problem for heat and mass transfer equations with high order normal derivatives in boundary conditions. AIP Conference Proceedings 2325, 020011 (2021); https://doi.org/10.1063/5.0041111