In 1976, he graduated from the S.M. Kirov Kazakh State University with a degree in Mathematics.

He began his career at the Zhezkazgan Pedagogical Institute in 1976, where he was sent after graduating with honors from the Mechanics and Mathematics Department of KazSU.

In 1979, he entered graduate school at the Institute of Mathematics of the National Academy of Sciences of the Republic of Kazakhstan and, under the supervision of Academician M. Otelbaev, successfully defended his PhD thesis on "On the Smoothness of Solutions of Degenerate Elliptic and One-Dimensional Nonlinear Schrödinger Equations."

From 1982 to 2013, he worked as a department head at the Zhezkazgan and Zhambyl Pedagogical Institutes, the M.Kh. Dulati Taraz State University, the L.Gumilyov Eurasian National University, and the International Kazakh-Turkish University named after H.A. Yassavi.

In 1994, he defended his doctoral dissertation on "Separability Theorems and Spectral Properties of a Class of Differential Operators with Irregular Coefficients" at the Specialized Dissertation Council of the Institute of Mathematics of the National Academy of Sciences of the Republic of Kazakhstan.

In 1996, he was awarded the title of professor by decision of the Supreme Attestation Committee.

Professor M. Muratbekov is the author of three monographs, five textbooks, and approximately 200 scientific papers, more than 50 of which have been published in internationally ranked journals. Four PhD and 18 PhD dissertations have been defended under his supervision. These works are valuable resources for young researchers.

Currently, his scientific school, where research is conducted, is successfully operating in Taraz. Professor M.B. Muratbekov and his students have been actively involved in implementing republican grant research projects since 1994.

Professor M.Muratbekov has established close creative and scientific ties with scientists from many universities and research centers abroad.

During his tenure, M.Muratbekov has proven himself to be an educator who continually refines his scientific and pedagogical skills. He conducts high-level educational work among the institute's faculty and students. He is actively involved in the social life of the institute, the city, and the region.

Education

1971-1976 S.M. Kirov Kazakh State University, major in Mathematics

1979-1981 Postgraduate study in Mathematics, Institute of Mathematics, National Academy of Sciences of the Republic of Kazakhstan

1. Spectral problems of defective differential operators of non-classical type. 2013-2015 Project Manager.
2. On bounded invertibility and spectral properties of singular differential operators of mixed type. 2015-2017 Project Manager.
3. AP05131080 «Existence of the resolvent and discreteness of the spectrum of singular differential operators of hyperbolic type in the space »: 2018-2020. Junior Project Manager.
4. 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 .

 Project Manager

5. 5. АР19676466 «Maximum regularity and differential properties of solutions of singular partial differential equations of the third order», 2023-2025, Project Manager

1 Muratbekov M.B., Muratbekov M.M. On the compactness of the resolvent of a Schrödinger type singular operator with a negative parameter // Chaos, Solitons and Fractals. – 2021. – Vol.151, 111248. https://doi.org/10.1016/j.chaos.2021.111248.

CiteScore – 13.2, SNIP – 2.289, IF= 5,3 (2023), Percentile – 99, Quartile – Q1, 

2 Muratbekov M.B., Igissinov S. Estimates of Eigenvalues of  a Semiperiodic Dirichlet Problem for a Class of Degenerate Elliptic Equations // Symmetry. – 2022. – Vol. 14,692. https://doi.org/10.3390/sym14040692.

CiteScore – 4.3, SNIP – 1.121, IF= 2,2 (2023), Percentile – 93, Quartile – Q1,

3 Muratbekov M.B., Abylayeva A., Muratbekov M.M. Estimates of singular numbers ( s -numbers) and eigenvalues of a mixed elliptic-hyperbolic type operator with parabolic degeneration. Mathematical Methods in the Applied Sciences. WILAY. – 2023. – Vol.46, Issue 6. – P.6368-6380.DOI: 10.22541/au.166279681.15139883/v1.

CiteScore – 3.9, SNIP – 1.148, SJR – 0.702, Percentile – 91, Quartile –  Q1,

4 Muratbekov M.M., Muratbekov M.B., Altynbek S. Maximal regularity and two-sided estimates of the approximation numbers of the nonlinear Sturm-Liouville equation solutions with rapidly oscillating coefficients in L_2(R). Mathematical Methods in the Applied Sciences. WILAY. – 2023. – Vol.46, Issue 13. – P.13661-13670. DOI: 10.22541/au.166140188.85212632/v1.

CiteScore – 3.9, SNIP – 1.148, SJR – 0.702, Percentile – 91, Quartile –  Q1,

5 Muratbekov M., Muratbekov M. and Igissinov S. Estimates for the Approximation and Eigenvalues of the Resolvent of a Class of Singular Operators of Parabolic Type. Mathematics 2023, 11, 4584. https://doi.org/10.3390/math11224584.

CiteScore – 3.5, SNIP – 1.008, IF= 2,3 (2023), Percentile – 88, Quartile –  Q1,

6 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, Цитирование -0.

7 Muratbekov M., Muratbekov M. Sturm–Liouville operator with a parameter and its usage to spectrum research of some differential operators // Complex Variables and Elliptic Equations. – 2019. – Vol.64, №9. – P.1457–1476. doi:10.1080/17476933.2018.1533002.

CiteScore – 2.0, SNIP – 1.163, IF= 0,6 (2023), Percentile – 50, Quartile – Q2, Цитирование -12.

8 Muratbekov M.B., Bayandiev Y. On the Resolvent Existence and the Separability of a Hyperbolic Operator with Fast Growing Coefficients in L^2(R_2) // Filomat. 35:3 (2021), 707–721. https://doi.org/10.2298/FIL2103707M.

CiteScore – 1.5, SNIP – 0.818, IF= 0,8 (2022), Percentile – 63, Quartile – Q2,

9 Muratbekov M.B., Muratbekov M.M., Suleimbekova A.O. Bounded invertibility and separability of a parabolic type singular operator in the space L_2(R^2 ) // Turkish Journal of Mathematics. – 2021. №45. – P. 2199 – 2210 doi:10.3906/mat-2101-72.

CiteScore – 1.5, SNIP – 0.996, IF= 0,8 (2023), Percentile – 51, Quartile – Q2,

10 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,

11 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

12.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

13.М.Muratbekov, M.Muratbekov. (2025) Estimates of Approximation Numbers, Nuclearity of the Resolvent of a Third‐Order Singular Differential Operator, and the Completeness of Its Root Vectors. Mathematical Methods in the Applied Sciences 48(8):8903-8910

DOI:10.1002/mma.10763

14. M.Muratbekov, M.Muratbekov. Separability and Estimates for Eigenvalues and Singular Numbers of a Class of Hyperbolic-Type Differential Operators. Mathematical Methods in the Applied Sciences, (2025); 0:1–7, https://doi.org/10.1002/mma.10829

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.  y. –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.

Muratbekov M.B., Bayandiyev Ye.N. Existence and smoothness of solutions of a singular differential equation of hyperbolic type // Bulletin of the Karaganda University. – 2022. – № 3(107). – P.98-104 DOI 10.31489/2022M3/98-104.

Web of Science, КОКСНВО.

M.B. Muratbekov, M.М. Muratbekov. Smoothness and approximative properties of solutions of the singular nonlinear Sturm-Liouville equation (Bulletin of Karaganda University, 4(101)/2020. DOI 10.31489/2020M4/113-124)

M.B. Muratbekov, S.Zh. Igisinov, B.M. Musilimov, R.R. Makulbekova. On the spectral properties of a class of high-order differential operators with operator coefficients (Bulletin of Karaganda University, 2(98)/2020. DOI 10.31489/2020M2/110-124 )

M.B. Muratbekov, M.М. Muratbekov. On the bounded invertibility of a Schr¨odinger operator with a negative parameter in the space L₂(Rⁿ) (Bulletin of Karaganda University, 1(93)/2019. DOI 10.31489/2019M1/36-47

1) "Excellent in the field of education of the Republic of Kazakhstan" (2002)

2) "For outstanding services in the development of science of the Republic of Kazakhstan" (2003)

3) state prize "Best teacher of a higher educational institution of Kazakhstan" (2007)

4) laureate of the nominations "Y. Altynsarin" (2013)

5) "Best teacher" of the Zhambyl regional akimat (2012)

6) "Science" of the Taraz city akimat (2013)

7) holder of the certificate "TOP-50 best scientists of the Republic of Kazakhstan" (2015) of the Independent Agency for Accreditation Rating

8) medal "For outstanding services" (2016)

9) "Best teacher of a higher educational institution" (2019)

10) "Honored specialist of the Republic of Kazakhstan" (2023)

11) badges of distinction "For outstanding services in the development of science" (2024).