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Н. М. Дмитрук
Observed names:
N. M. Dmitruk,
N.M. Dmitruk,
Natalia Dmitruk,
Natalia M. Dmitruk,
Natalya M. Dmitruk
Institution:
Belarusian State University
Observed institutions:
National Academy of Sciences,
National Academy of Sciences of Belarus,
Belarusian State University,
Institute of Mathematics
ORCID:
0000-0003-1845-4927
Observed ORCID:
0000-0003-1845-4927
OpenAlex ID:
A5017106632
Multiply Closed Control Strategy in a Linear Terminal Problem of Optimal Guaranteed Control
2022
·
N. M. Dmitruk
·
Proceedings of the Steklov Institute of Mathematics
·
8
A method for constructing an optimal control strategy in a linear terminal problem
2021
·
Dzmitry A. Kastsiukevich
, Natalia M. Dmitruk
·
Journal of the Belarusian State University Mathematics and Informatics
·
7
Optimal Strategy with One Closing Instant for a Linear Optimal Guaranteed Control Problem
2018
·
N. M. Dmitruk
·
Computational Mathematics and Mathematical Physics
·
7
PDF
Decentralized optimal control of a group of dynamical objects
2008
·
R. Gabasov
, N. M. Dmitruk
, et al.
·
Computational Mathematics and Mathematical Physics
·
7
PDF
Optimal Measurement Feedback Control of Finite-time Continuous Linear Systems
2008
·
Natalia Dmitruk
, Rolf Findeisen
, et al.
·
IFAC Proceedings Volumes
·
7
Optimization of the Multidimensional Control Systems with Parallelepiped Constraints
2002
·
R. Gabasov
, N. M. Dmitruk
, et al.
·
Automation and Remote Control
·
6
PDF
Data-Driven Optimal Control of Linear Time-Invariant Systems
2020
·
Dzmitry Kastsiukevich
, Natalia Dmitruk
·
IFAC-PapersOnLine
·
4
Optimal guaranteed control of delay systems
2006
·
R. Gabasov
, N. M. Dmitruk
, et al.
·
Proceedings of the Steklov Institute of Mathematics
·
4
PDF
Decentralized optimal control of dynamical systems under uncertainty
2011
·
R. Gabasov
, N. M. Dmitruk
, et al.
·
Computational Mathematics and Mathematical Physics
·
3
PDF
Optimal robust control of constrained linear time-delay systems
2007
·
N.M. Dmitruk
·
IFAC Proceedings Volumes
·
3
Optimal Online Control of Dynamical Systems Under Uncertainty
2007
·
Rafail Gabasov
, Faina M. Kirillova
, et al.
·
Springer eBooks
·
2
The Optimal Policy of Dividends, Investments, and Capital Distribution for the Dynamic Model of a Company
2001
·
O. R. Gabasov
, N. M. Dmitruk
·
Automation and Remote Control
·
2
PDF
Optimal Control Strategies for Constrained Linear Time-Delay Systems with Disturbances
2024
·
Natalia M. Dmitruk
·
Journal of Mathematical Sciences
·
1
Optimal Control of Linear Time-Invariant Discrete-Time Systems without Prior Parametric Identification
2022
·
N. M. Dmitruk
, E. A. Manzhulina
·
Automation and Remote Control
·
1
Robust Optimal Control of Dynamically Decoupled Systems via Distributed Feedbacks
2015
·
Natalia Dmitruk
·
Communications in computer and information science
·
1
Optimal observation of multistage systems
2014
·
N. M. Dmitruk
·
Computational Mathematics and Mathematical Physics
·
1
Optimal Robust Control of Linear Systems by Inaccurate Measurements of Output Signals
2011
·
Natalya M. Dmitruk
·
Journal of Automation and Information Sciences
·
1
Optimal control under persistent disturbances
2010
·
R. Gabasov
, N. M. Dmitruk
, et al.
·
Proceedings of the Steklov Institute of Mathematics
·
1
Optimal on-line control of linear time-delay systems
2007
·
R. Gabasov
, F.M. Kirillova
, et al.
·
IFAC Proceedings Volumes
·
1
Optimal conditionally relative observation of non-stationary linear systems
2004
·
R. Gabasov
, N.M. Dmitruk
, et al.
·
Journal of Applied Mathematics and Mechanics
·
1
Optimization of Dynamic Models of the Firm
2001
·
N.M. Dmitruk
·
IFAC Proceedings Volumes
·
1
Optimal observation problems accompanying measurement optimal control problems
2026
·
N. M. Dmitruk
·
Proceedings of the Institute of Mathematics of the NAS of Belarus
PDF
A Method for Constructing Multiply Closed Strategies in the Problem of Minimizing the Total Control Impulse in a Linear System with Disturbance
2024
·
N. M. Dmitruk
·
Proceedings of the Steklov Institute of Mathematics
On Optimal Control Problems for Dynamical Systems in Real Time
2024
·
R. Gabasov
, N. M. Dmitruk
, et al.
·
Journal of Mathematical Sciences
A Support Vector Machine Based Synthesis of Suboptimal Feedbacks for Linear Optimal Control Problems
2023
·
N. M. Dmitruk
, M. A. Hatavets
·
The Bulletin of Irkutsk State University Series Mathematics
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Works count:
42
Citation count:
69
H-index:
6
I10-index:
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