Mathematics

Suleimbekova Ainash

Associate Professor, PhD

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Professional biography/Education

Acting Associate Professor in the Department of Mathematics

From 2010 to 2019, he served as a lecturer in the Department of Mathematics, and from 2020 to 2023, he served as a senior lecturer in the Department of Mathematics.

He conducts research in the spectral theory of differential operators under the supervision of M.B. Muratbekov.

Between 2019-2022. entered and studied for doctoral studies in specialty 8D05401-"Mathematics" at L.N. Eurasian National University. Gumilyova, 2022, successfully defended her PhD thesis on the topic “ Existence, compactness and estimates of singular values of resolvents of differential operators of odd order.”

Education

2004-2008 bachelor’s degree in “Mathematics teacher”, Taraz State Pedagogical Institute,

2008-2010 Master's degree in Mathematics, Taraz State Pedagogical Institute,

2019-2022 doctoral studies “Mathematics”, ENU named after L.N. Gumilyov.

 

AP05131080 «Existence of the resolvent and discreteness of the spectrum of singular differential operators of hyperbolic type in the space »: 2018-2020. Junior Research Fellow.

AP08855802 «Existence of resolvents, compactness and estimates of eigenvalues and s-values of rapidly oscillating operators of mixed type with rapidly increasing coefficients in the space ». 2020-2022 .

 Junior Research Fellow

 АР19676466 «Maximum regularity and differential properties of solutions of singular partial differential equations of the third order», 2023-2025, Research Fellow

 

Muratbekov M., Suleimbekova A. and Baizhumanov M. Estimates of Eigenvalues and Approximation Numbers for a Class of Degenerate Third-Order Partial Differential Operators. Axioms 2024, 13, 451. https://doi.org/10.3390/axioms13070451

Web of Science, JCR - Q1 (Mathematics, Applied), IF= 1,9 (2023), Quartile –  Q1

Muratbekov M.B., Suleimbekova A.O. Existence, compactness, estimates of eigenvalues and s-numbers of a resolvent for a linear singular operator of the Korteweg-de Vries Type // Filomat. – 2022. – Vol.36, №11. – P.3691–3702. https://doi.org/10.2298/FIL2211691M

CiteScore – 1.2, SNIP – 0.982, IF= 0,8 (2022), Percentile – 58, Quartile – Q2

M.B.Muratbekov, A.B.Shyrakbaev, A.O.Suleimbekova. Existence of solutions and estimates of the velocity of convergence of approximate solutions of nonclassical type nonlinear degenerate equation. AIP Conf. Proc. 1611, 105–111 (2014) https://doi.org/10.1063/1.4893813

M.B.Muratbekov, B.M.Musilimov, A.O.Suleimbekova. On spectral properties of a class of differential equations with operator coefficients. AIP Conf. Proc. 1611, 100–104 (2014)  https://doi.org/10.1063/1.4893812

Muratbekov M.B., Suleimbekova A.O. On the existence of the resolvent and separability of a class of the Korteweg-de Vriese type linear singular operators // Bulletin of the Karaganda University. Mathematics Series,  – 2021. – Vol.101, №1,  – P. 87–97. DOI: 10.31489/2021M1/87-97.

Web of Science, КОКСНВО.

Suleimbekova A.O., Musilimov B.M. On the existence and coercive estimates of solutions to the Dirichlet problem for a class of third-order differential equations // Bulletin of the Karaganda University. Mathematics Series, – 2024. – Vol.114, №2, – P. 178–185. https://doi.org/10.31489/2024M2/178-185.

CiteScore – 1.2, SNIP – 0.590, SJR – 1.2, Percentile – 46, Quartile – Q3, Цитирование – 0.

Suleimbekova A.O. Separability of the third-order differential operator given on the whole plane // Bulletin of the Karaganda University. Mathematics Series, – 2022. – Vol.105, №1, – P. 109–117. DOI: 10.31489/2022M1/109-117.

CiteScore – 1.2, SNIP – 0.590,  SJR – 1.2, Percentile – 46, Quartile – Q3, Цитирование – 1.

Сулеймбекова А.О. О существовании резольвенты и разделимости одного класса дифференциальных операторов третьего порядка // Вестник Национальной инженерной академии Республики Казахстан. – 2021. – Т.82., №4, – С. 168-178. https://doi.org/10.47533/2020.1606-146X.127. КОКСНВО. .

S.Zh. Igisinov, L.D. Zhumaliyeva, A.O.Suleimbekova, Ye.N. Bayandiyev. Estimates of singular numbers (s-numbers) for a class of degenerate elliptic operators. Bulletin of the Karaganda University. –2022 . – №3 (107). – P 51-58.

DOI 10.31489/2022M3/51-58

CiteScore – 1.2, SNIP – 0.590,  SJR – 1.2, Percentile – 46, Quartile – Q3.

Web of Science, КОКСНВО.

 

Suleymbekova is the author of 15 scientific articles, including 8 published in scientific journals included in the Web of Science and Scopus databases. In addition, she has presented her scientific results at many international and republican scientific conferences, and her scientific works have been included in the collections of conference proceedings.