Tokibetov Zhanuzak
Name |
Tokibetov Zhanuzak |
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Post
|
Teaching area and designation |
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Academic career
|
Initial academic appointment |
Institution |
Year |
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Student |
Novosibirsk State University |
1960-1966 |
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Graduate Student (Aspirant) |
V.A. Steklov Institute of Mathematics |
1968-1971 |
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Doctorate (subject) |
Institution |
Year |
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On some boundary problems for elliptic systems on the plane (Candidate thesis in Differential Equations and Mathematical Physics) |
V.A. Steklov Institute of Mathematics |
1975 |
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Undergraduate degree (subject) |
Institution |
Year |
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Student |
Novosibirsk State University |
1960-1966 |
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Employment
|
Position |
Employer |
Period |
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senior assistant, engineer, junior researcher |
Institute of Mathematics and Mechanics (Almaty) |
1966-1977 |
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senior Lecturer, Docent |
Kazakh State University after named S.M. Kirov |
1977-1991 |
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Professor, Chief of Mathematical Analysis Department |
Kazakh National Pedagogical University named after Abay, Kazakhstan |
1991-1998 |
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Professor, Chief of Mathematical Analysis Department |
Al-Farabi Kazakh National University, Kazakhstan |
1998-2009 |
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Professor of Fundamental Mathematics Department |
Al-Farabi Kazakh National University, Kazakhstan |
since 2009 |
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Important publications over the last 5 years
|
Selected recent publications |
Author(s) |
Title |
Publisher, place of publication, date of publication or name of periodical, volume, issue, page numbers |
|
1 |
Tokibetov J. A., Sapakova S. Z. |
About noetherian of Riemann-Hilbert’s problem for general Cauchy-Riemann’s system. |
International Journal of Mathematics and Physics, RazNU. – 2012. – №2. – P. 111-113. |
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2 |
Tokibetov J.A., Tungatarov A.B., Sapakova S.Z. |
Riemann-Hilbert generalized problem for multidimensional systems of differential equations in partial derivatives. |
Bulletin of EKSTU named D.Serikbayev. Kazakhstan, Ust-Kamenogorsk – 2013. – V.18, №4. – p. 227-235. |
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3 |
Tokibetov J.A., Abduakhitova G.E. |
Multivariate analogues of the Cauchy-Riemann system and representations of a solution through harmonic functions. |
International Journal Of Mathematics and Physics, Al-Farabi Kazakh National University, №2, Volume 4. 2013. P. 8-13 |
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4 |
Tokibetov J.A., Abduakhitova G.E. |
On a problem for five-dimensional generalization of Cauchy-Riemann system |
Kazakhstan, Karaganda – 2014. |