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ISSN:
2310-757X
Электронный научный архив УрФУ
Просмотр коллекции по группе - По тематике OPTIMAL CONTROL
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Отображение результатов 1 до 20 из 46
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Дата публикации
Название
Авторы
2018
Admissible Controls in a Nonlinear Time-Optimal Problem with Phase Constraints
Kandoba, I. N.
;
Koz'min, I. V.
;
Novikov, D. A.
2017
An Algorithm for Computing Boundary Points of Reachable Sets of Control Systems under Integral Constraints
Gusev, M. I.
2018
Analysis of Economic Growth Models via Value Function Design
Bagno, A. L.
;
Tarasyev, A. M.
2017
Application of optimal control and stabilization to an infinite time horizon problem under constraints
Krasovskii, A. A.
;
Lebedev, P. D.
;
Tarasyev, A. M.
2017
Asymptotic Expansion of a Solution for One Singularly Perturbed Optimal Control Problem in Rn with a Convex Integral Quality Index
Shaburov, A. A.
2018
Asymptotic Expansion of a Solution for the Singularly Perturbed Optimal Control Problem with a Convex Integral Quality Index and Smooth Control Constraints
Shaburov, A. A.
2020
Asymptotic expansion of a solution of a singularly perturbed optimal control problem with a convex integral quality index, whose terminal part additively depends on slow and fast variables
Danilin, A. R.
;
Shaburov, A. A.
2019
Asymptotic expansion of solution to singularly perturbed optimal control problem with convex integral quality functional with terminal part depending on slow and fast variables
Danilin, A. R.
;
Shaburov, A. A.
2023
Asymptotic expansion of the solution to an optimal control problem for a linear autonomous system with a terminal convex quality index depending on slow and fast variables
Kovrizhnykh, O. O.
;
Danilin, A. R.
2013
Asymptotic representation of a solution to a singular perturbation linear time-optimal problem
Danilin, A. R.
;
Kovrizhnykh, O. O.
2020
Asymptotics of the Solution to a Singularly Perturbed Time-Optimal Control Problem with Two Small Parameters
Danilin, A. R.
;
Kovrizhnykh, O. O.
2020
Construction of Solutions to Control Problems for Fractional- Order Linear Systems Based on Approximation Models
Gomoyunov, M. I.
;
Lukoyanov, N. Y.
2020
Construction of the Viability Set in a Problem of Chemotherapy of a Malignant Tumor Growing According to the Gompertz law
Novoselova, N. G.
;
Subbotina, N. N.
2016
Degenerate Distributed Control Systems with Fractional Time Derivative
Plekhanova, M. V.
2018
Demand Functions in Dynamic Games
Krasovskii, N. A.
;
Tarasyev, A. M.
2022
Dynamic Modeling of Professional Mobility in the Context of Labor Market Precarization
Tarasyev, A. A.
;
Agarkov, G. A.
;
Sushchenko, A. D.
;
Tarasyev, A. M.
2020
Dynamic Programming Principle and Hamilton-jacobi-bellman Equations for Fractional-order Systems
Gomoyunov, M. I.
2020
An Evolutionary Approach to Passive Learning in Optimal Control Problems
Blueschke, D.
;
Savin, I.
;
Blueschke-Nikolaeva, V.
2021
Impulse control of a two-link manipulation robot
Filippovich, D. Y.
;
Alekseevich, C. I.
2015
Linear Programming and Dynamics
Antipin, A. S.
;
Khoroshilova, E. V.