Serovajsky Simon
Name |
Simon Serovajsky |
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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 |
Kirov Kazakh State University, USSR |
1971-1976 |
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Associate Professor of Mathematics |
Kazakhstan Ministry of Education and Science |
1991- 1995 |
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Full Professor of Mathematics |
Kazakhstan Ministry of Education and Science |
1996 |
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Doctorate (subject) |
Institution |
Year |
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Extended differentiability and optimal control for the nonlinear problems of the mathematical physics (Doctoral thesis in Mathematical Physics) |
Institute of Mathematics, National Academy of Sciences, Almaty (Kazakhstan). |
1996 |
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Variational inequalities for the optimal control problems (Candidate thesis in Differential Equations and Mathematical Physics) |
Institute of Mechanics and Mathematics, Academy of Sciences of Kazakhstan, Almaty, USSR |
1983 |
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Master degree (subject) |
Institution |
Year |
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Employment
|
Position |
Employer |
Period |
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Researcher |
Kirov Kazakh State University |
1976-1983 |
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Assistant Professor of the Applied Mathematics Department |
Kirov Kazakh State University |
1983-1985 |
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Associate Professor of the Applied Mathematics Department |
Kirov Kazakh State University |
1985-1991 |
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Associate Professor of the Applied Mathematics Department |
Al-Farabi Kazakh National University |
1991-1995 |
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Head of the Applied Mathematics Department |
Al-Farabi Kazakh National University |
1995-1997 |
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Professor of the Calculus Mathematics Department |
Al-Farabi Kazakh National University |
1997-2009 |
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Head of the Control Theory Department |
Al-Farabi Kazakh National University |
2009-2011 |
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Professor of the Differential Equation and Control Theory Department |
Al-Farabi Kazakh National University |
since 2011 |
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Research and development projects over the last 5 years
|
Name of project or research focus
|
Period and any other information |
Partners, if applicable |
Amount of financing
|
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Program for the development of methods of formulation and implementation of effective public policies based on the theory of parametrical regulation of market economy mechanisms |
2009-2011 |
Satpaev Kazakh National Polytechnic University |
3 000 000 tenge |
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Modelling of the reversion of the antibacterial resistance |
2013-2015 |
Scientific Center for Anti-infectious Drugs |
14 000 000 tenge |
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Patents and proprietary rights |
Title |
Year |
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Arrangement for implementing a Fast Fourier Transform |
1975 |
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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 |
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1 |
S. Serovajsky |
Riddles of Differentiation |
Journal Issues Evolution of Open Systems. – 2011. Vol. 2, no. 13, p. 72–86. |
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2 |
S. Serovajsky |
Weak Approximate solution of the optimization problem for a nonlinear elliptic equation without convexity of the admissible control set. |
Review Bulletin of the Calcutta Mathematical Society. – 2012.– Vol. 20, no. 1, p. 51-58. |
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3 |
S. Serovajsky |
Optimization control problem for a nonlinear elliptic equation with state constraints and the state variation of the system. |
Izvestiya vuzov. Mathematics. – 2013. – No. 9, p. 81-86. |
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4 |
S. Serovajsky |
Differentiability of Inverse Operators. |
Progress in partial differential equations: Asymptotic profiles, regularity and well-posedness. Springer Proceedings in Mathematics & Statistics.– Vol. 44, Springer Int. Publish. Switzerland, р. 303-320. |
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5 |
S. Serovajsky |
Optimal control of a nonlinear evolution system without differentiability of the control-state mapping. |
Mathematical Notes.– 2013.– Vol. 93. – P. 586-603. |
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6 |
S. Serovajsky |
Approximation methods for optimization control problems of infinite dimensional systems. |
Mathematical Notes.– 2013. – Vol. 94. – P. 600-619. |
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7 |
S. Serovajsky |
State-constrained optimal control of nonlinear elliptic variational inequalities |
Optimization Letters. – 2014. – Vol. 8. Is. 7. – p. 2041–2051 |
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8 |
S. Serovajsky |
Differentiation Functor and its Application in the Optimization Control Theory |
Fourier Analysis. Trends in Mathematics. – Springer, 2014. – pp. 335–347. |
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9 |
S. Serovajsky |
Optimal Control for a Singular Stationary System with Phase Constraint and State Variation |
Mathematical Notes. – 2015, Vol. 95, no. 5. – P. 761-766 |
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10 |
S. Serovajsky |
Reflections on Mathematics and its History |
Almaty, Instant printing, 2015. – 856 p. |
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Activities in specialist bodies over the last 5 years |
Organization |
Role |
Period |
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TWMS Journal of Pure and Applied Mathematics |
Member of Editorial Board |
Since 2010 |