Approximate optimal control for a parabolic system with perturbations in the coefficients on the half-axis
Axioms | Free Full-Text | Approximate Optimal Control for a Parabolic System with
Perturbations in the Coefficients on the Half-Axis Next Article in Journal Fuzzy Multi Criteria …
Perturbations in the Coefficients on the Half-Axis Next Article in Journal Fuzzy Multi Criteria …
[PDF][PDF] Design of Stable Periodic Regimes for one Class of Hybrid Planar Systems.
The conditions for the existence of limit regimes for the Liénard equation, the solutions of
which are subjected to instantaneous forces of impulse nature at unfixed moments in time …
which are subjected to instantaneous forces of impulse nature at unfixed moments in time …
[PDF][PDF] Approximate Optimal Control for a Parabolic System with Perturbations in the Coefficients on the Half-Axis. Axioms 2022, 11, 175
axioms Page 1 Citation: Kapustian, OA; Kapustyan, OV; Ryzhov, A.; Sobchuk, V. Approximate
Optimal Control for a Parabolic System with Perturbations in the Coefficients on the Half-Axis …
Optimal Control for a Parabolic System with Perturbations in the Coefficients on the Half-Axis …
Application of the averaging method to the optimal control problem of non-linear differential inclusions on the finite interval
Axioms | Free Full-Text | Application of the Averaging Method to the Optimal Control
Problem of Non-Linear Differential Inclusions on the Finite Interval Next Article in Journal …
Problem of Non-Linear Differential Inclusions on the Finite Interval Next Article in Journal …
Optimal control problem for a differential inclusion with rapidly oscillating coefficients on the semiaxis
We study the optimal control problem for a system of differential inclusions with rapidly
oscillating coefficients on the semiaxis. For this purpose, we use the averaging method. The …
oscillating coefficients on the semiaxis. For this purpose, we use the averaging method. The …
Uniform attractors in sup-norm for semi linear parabolic problem and application to the robust stability theory
O Kapustyan, O Kapustian, O Stanzytskyi, I Korol - Archivum Mathematicum, 2023 - dml.cz
In this paper we establish the existence of the uniform attractor for a semi linear parabolic
problem with bounded non autonomous disturbances in the phase space of continuous …
problem with bounded non autonomous disturbances in the phase space of continuous …
[PDF][PDF] Optimal control problems for some classes of functional-differential equations on the semi-axis
O Kichmarenko, O Stanzhytskyi - Miskolc Mathematical Notes, 2019 - real.mtak.hu
In this paper we study functional-differential equations on the semi-axis, which are non-
linear with respect to the phase variables and linear with respect to the control. Sufficient …
linear with respect to the phase variables and linear with respect to the control. Sufficient …
Averaging Method in the Problem of Optimal control for a Perturbed Parabolic Equation.
OV Kapustyan, OM Stanzhytskyi… - Ukrainian …, 2022 - search.ebscohost.com
We consider the problem of optimal control formed by a parabolic nonlinear equation with
rapidly oscillating coefficients, an additive control function, and a coercive cost functional. It …
rapidly oscillating coefficients, an additive control function, and a coercive cost functional. It …
Robust Stability of Limit Regimes in Distributed Signal Transmission RD Systems
In this paper, we consider the stability of limit regimes for a general class of nonlinear
distributed mathematical models named Reaction-Diffusion models. RD systems naturally …
distributed mathematical models named Reaction-Diffusion models. RD systems naturally …
Approximate solution of the optimal control problem for non-linear differential inclusion on the semi-axes
We consider the optimal control problem of a non-linear system of differential inclusions with
fast-oscillating parameters on semi-axes. Using the averaging method, we find an …
fast-oscillating parameters on semi-axes. Using the averaging method, we find an …