Controllability Criterion of Nonlinear Dynamical Systems
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Keywords:
control, criterion, intervalAbstract
This paper devotes to controllability of nonlinear dynamical systems. Main result of
this work is controllability criteria, received on the basic of application of the interval analysis.
References
1. Voronov, A.A.: Stability, Controllability, Observability - М.: Nauka (1979)
2. Pontriagin, L.S.:Ordinary Differential Equations - М.: Nauka (1974)
3. Verlan, A.F., Sizikov V.S.:Integral Equations: Methods, Algorithms, Programs - Kiev: Naukova Dumka (1986)
4. Shokin, I. I.:Interval Analysis - Novosibirsk: Nauka (1986)
5. Evtushenko, I.G.:Methods for Solving Extreme Problems and Their Application in Systems Optimization - М.: Nauka (1982)
6. Mazakov, T.Zh., Jomartova, Sh.A., Ospanova, M.K.:Library of Procedures of Interval Mathematics. J.Materials of the First International scientific-practical conference «Informatization of society»,160–162 (2004)
2. Pontriagin, L.S.:Ordinary Differential Equations - М.: Nauka (1974)
3. Verlan, A.F., Sizikov V.S.:Integral Equations: Methods, Algorithms, Programs - Kiev: Naukova Dumka (1986)
4. Shokin, I. I.:Interval Analysis - Novosibirsk: Nauka (1986)
5. Evtushenko, I.G.:Methods for Solving Extreme Problems and Their Application in Systems Optimization - М.: Nauka (1982)
6. Mazakov, T.Zh., Jomartova, Sh.A., Ospanova, M.K.:Library of Procedures of Interval Mathematics. J.Materials of the First International scientific-practical conference «Informatization of society»,160–162 (2004)
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How to Cite
Mazakov, T. Z., Jomartova, S. A., Zhakypov, A. T., & Tursynbay, A. T. (2015). Controllability Criterion of Nonlinear Dynamical Systems. Journal of Mathematics, Mechanics and Computer Science, 86(3), 19–23. Retrieved from https://bm.kaznu.kz/index.php/kaznu/article/view/307
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Mathematical modeling of technological processes
