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• Содержание выпуска •
• Methods for Optimal Control and Control Theory •
• Artificial Intelligence, Intelligence Systems, Neural Networks •
• Software and Hardware for Distributed Systems and Supercomputers •
• Mathematical Foundations of Programming •
Methods for Optimal Control and Control Theory
Responsible for the Section:
doctor of physico-mathematical Sciences Yury Sachkov.
On the left: assigned number of the paper, submission date, the number
of A5 pages contained in the paper,
and the reference to the full-text PDF
/r1/pdf.jpg) .
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Article #
4_2021
15
p.
/r2/pdf.jpg)
PDF |
submitted on 18th
Feb 2019 displayed on
website on 14th
Apr
2021 Kamil B.
Mansimov, Rashad O. Mastaliev
Quasi-singular control in GoursatDarboux stochastic systems
In a stochastic control problem described by a
nonlinear hyperbolic equation with a Goursat-Darboux type boundary
condition, first-order necessary optimality condition in the form of
linearized Pontryagin maximum principle is obtained. The case of
degeneration of the linearized maximum principle is considered, and
various necessary optimality conditions are established for
quasi-singular (i.e., controls for which the linearized maximum
condition degenerates) controls. (In Russian).
Key words: necessary optimality conditions, nonlinear
Goursat-Darboux stochastic
system, linearized optimality condition, quasi-singular controls. |
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article citation |
http://psta.psiras.ru/read/psta2021_2_3-17.pdf |
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DOI |
https://doi.org/10.25209/2079-3316-2021-12-2-3-17 |
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Article #
9_2021
15
p.
PDF |
submitted on 02th
May 2021 displayed on
website on
30th
June
2021 Irina V. Rasina,
Oles V. Fesko, Oleg V. Usenko
Analytical
design of controllers for discrete-continuous
systems with linear control
The study focuses on a certain kind of
discrete-continuous systems (DCS): the linear hybrid DCS with
state-dependent coefficients. The authors proposed a problem similar
to the analytical design of optimal controllers (ADOC). For this
study, we generalized the Krotov sufficient optimality conditions.
The paper includes several examples. (In Russian).
Key words: discrete-continuous systems, sufficient optimality
conditions, ADOCs problem. |
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article citation |
http://psta.psiras.ru/read/psta2021_2_105-119.pdf |
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DOI |
https://doi.org/10.25209/2079-3316-2021-12-2-105-119 |
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Article #
10_2021
15
p.
PDF |
submitted on 02th
May 2021 displayed on
website on
30th
June
2021 Irina V. Rasina,
Oles V. Fesko, Oleg V. Usenko
Analytical
design of controllers for discrete-continuous
systems with linear control
The study focuses on a certain kind of
discrete-continuous systems (DCS): the linear hybrid DCS with
state-dependent coefficients. The authors proposed a problem similar
to the analytical design of optimal controllers (ADOC). For this
study, we generalized the Krotov sufficient optimality conditions.
The paper includes several examples.
Key words: discrete-continuous systems, sufficient optimality
conditions, ADOCs problem. |
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article citation |
http://psta.psiras.ru/read/psta2021_2_121-135.pdf |
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DOI |
https://doi.org/10.25209/2079-3316-2021-12-2-121-135 |
• Methods for Optimal Control and Control Theory •
• Artificial Intelligence, Intelligence Systems, Neural Networks •
• Software and Hardware for Distributed Systems and Supercomputers •
• Mathematical Foundations of Programming •
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Academy of Sciences, PSTA Online Journal, 4 a Peter the First Street,
Veskovo village, Pereslavl area, Yaroslavl region, 152021 Russia
Phone: +7-4852-695-228. E-mail:
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Electronic Scientific Journal "Program Systems: Theory and
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© Ailamazyan Program System Institute of RAS 2010-2018
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