CURRICULUM VITAE
ZULKHAZHAV ASSYLBEK
Associated professor of higher mathematics department of the mechanics and mathematics faculty, L.N. Gumilyov Eurasian National University.
Contact information:
e-mail: [email protected]
Scientific degree:
PhD, speciality: «
6D060100
− mathematics ».Scientific interests:
The theory of differential equations, operator theory.
Scientific – research activities:
He has about 15 scientific article which main results are published in scientific journals, in materials of the international scientific conferences.
Education:
1994-1998 University studies; Karaganda State University named after E.A. Buketov.
1998-2000 undergraduate student of the Karaganda State University named after E.A.
Buketov.
2000-2002 graduate student student of the Karaganda State University named after E.A.
Buketov.
2013-2016 Ph.D student; L.N. Gumilyov Eurasian National University (Kazkhstan).
Advisor: Professor K.N. Ospanov Academic career:
2002-2013 E.A. KarSU named after Buketov Lecturer and senior lecturer at the Department of Mathematics and Modeling Methods and Methods of Teaching Mathematics and Computer Science.
2016-2019 E.A. KarSU named after Buketov Senior Lecturer at the Department of Methods of Teaching Mathematics and Computer Science.
2019-2020 Senior Lecturer of the Preparatory Department of L.N. Gumilyov ENU.
Since 2020 to present time associate professor of fundamental mathematics department L.N.
Gumilyov Eurasian National University.
Publications (selected):
1. Екінші ретті айырымдық бір теңдеулер жүйесі шешімдерінің қасиеттері жайлы// ҚарМУ хабаршысы. - Математика сериясы. - 2015.- №2(78). - Б. 124-136.
2. Choi-Davis-Jensen Inequalities in Semifinite vonNeumannAlgebras// Journal of Function Spaces, 2015.
Vol. 2015. http://dx.doi.org/10.1155/2015/2089233. Екінші ретті айырымдық теңдеулер жүйесінің коэрцитивті шешілу шарттары// ЕҰУхабаршысы. - Математика сериясы. – 2015. - № 6(109). - Б. 334-337.
4. Бір сызықты емес айырымдық теңдеулер жүйесі //
ЕҰУхабаршысы. - Математика сериясы. – 2016. - № 4(113). - Б. 28-32.
5. Compactness of the resolvent of one second order differential operator// AIP Conference Proceedings, 2014.
Vol. 1637, - P. 13-17. http://dx.doi.org/10.1063/1.4904559 6. On the estimates of solutions of second order systems of difference equations // AIP Conference Proceedings, 2015.
Vol.1676, - P. -1-020084-6.
http://dx.doi.org/10.1063/1.4930510
7. Coercive solvability of degenerate system second order difference equations // AIP Conference Proceedings, 2016.
Vol.1759, -Р. -1-020082-5.
http://dx.doi.org/10.1063/1.4959696
8. О решениях одной вырожденной системы разностных уравнений второго порядка // Теория функций, функциональный анализ и их приложения. Материалы межд. науч. конф. - Алматы, 2014. - С. 113.
9. Coercive estimates for a solution of the system of the second order difference equations // Computational and Informational Technologies in Science, Engineering and Education:Int. Conf. (CITech–2015):Abstracts. -Almaty, 2015. -P. 163.of Linear Algebra and its Applications; (in type)
