Dauylbayev Muratkhan
Name |
Dauylbayev Muratkhan |
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Post
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Teaching area and designation Doctor of Physical and Mathematical Sciences, Professor of Department Differential Equations and Control Theory |
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Academic career
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Initial academic appointment |
Institution |
Year |
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Doctor of Physical and Mathematical Sciences |
Institute of Mathematics, Kazakh National Academy of Sciences |
2003 |
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Candidate of Physical and Mathematical Sciences |
Al-Farabi Kazakh National University, Kazakhstan |
1990 |
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PhD student |
Abai Kazakh National Pedagogical University, Kazakhstan |
1980-1984 |
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Student |
Al-Farabi Kazakh National University, Kazakhstan |
1974 - 1979 |
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Research and development projects over the last 5 years
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Name of project or research focus |
Period and any other information |
Partners, if applicable |
Amount of financing
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Investigation of boundary problems for ordinary differential and integro-differential equations with small parameter (Responsible executor) |
2012-2014 |
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12 million tenge per year |
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Important publications over the last 5 years
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Selected recent publications |
Author(s) |
Title |
Publisher, place of publication, date of publication or name of periodical, volume, issue, page numbers |
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1 |
Dauylbayev M.K. |
Boundary-value problem with initial jump for a singularly perturbed integral differential equations |
Abstracts International mathematical conference “Bogolyubov readings DIF-2013. Differential equations, theory of functions and their applications”. Sevastopol, Ukraine, june 23-30, 2013, P. 35. |
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2 |
Dauylbayev M.K. |
The linear integro-differential equations with a small parameter |
Publishing "Kazakh University", 2009. Almaty, P 190 |
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3 |
Dauylbayev M.K. |
Asymptotic features of solutions of integral differential equations with small parameter |
Abstracts of the third congress of the world mathematical society of Turkic countries. Almaty, june 30-july 4, 2009, volume 1, P. 193. |
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4 |
Dauylbayev M.K. |
The asymptotic behavior of solutions of integro-differential equations with a small parameter |
Kazakh National University Bulletin, Series Mathematics, Mechanics and Computer Science 2009. № 3 (62). S.60-67. |
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5 |
M.K.Dauylbayev, A.N.Azanova |
Тhree-point boundary problem for singularly perturbed integral-differential equations |
Book of abstracts of the IV Congress of the Turkic World Mathematical Society. Baku, Azerbaijan, 1-3 July, 2011. P. 188 |
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6 |
M.K.Dauylbayev, A.N.Azanova |
Evaluation of solutions a two-point boundary value problem for a singularly perturbed integro-differential equations |
Bulletin of the Balasagyn Kyrgyz National University. Special issue. 2011. pp 47-50. |
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7 |
M.K.Dauylbayev, N. Atakhan |
Asymptotic estimates for the solution of boundary value problems for singularly perturbed integro-differential equations |
Bulletin of the Abay KazNPU. 2012. № 2 (38). S. 26-31. |
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8 |
K.A. Kasymov, M. K. Dauylbayev, Atakhan N |
Asymptotic convergence of the solution of boundary value problems for singularly perturbed integral-differential equations. |
Kazakh National University Bulletin, Series Mathematics, Mechanics and Computer Science. № 3 (74). 2012. С. 28-34 |
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9 |
Dauylbayev M.K. |
Boundary-value problem with initial jump for singularly perturbed integral-differential equations |
Abstracts of International mathematical conference “Bogolyubov readings DIF-2013.Differential equations, theory of functions and their applications”, Ukraine. 23-30 June 2013. P. 35. |
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10 |
Dauylbayev M.K. |
Boundary-value problems with initial jumps for singularly perturbed integro-differential equations |
Abstracts Book of the International Conference on Nonlinear Differential and Difference Equations. Recent Developments and Applications. Turkey. 2014. p. 11. |
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11 |
Dauylbayev M.K., Atakhan N. |
Acymtotical convergence of solutions boundary value problems for singularly perturbed integro-differential equations |
Proceed. of V Cong. of Turkic World Mathem., Bulan-Sogottu, 2014, p. 102. |
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12 |
Dauylbayev M.K., Adilbekova M. |
Asymptotic estimates of the solutions of integral boundary value problem for a singularly perturbed differential equations |
Proceedings of the Academy of Sciences of the Republic of Kazakhstan, physical-mathematical series, №4 (296). 2014. P. 172-175. |