Search Results - "SAMSONYUK, Olga"

Optimality conditions for optimal impulsive control problems with multipoint state constraints by Samsonyuk, Olga N.

“…This paper addresses an optimal impulsive control problem whose trajectories are functions of bounded variation and impulsive controls are regular vector…”
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Optimal control problems with states of bounded variation and hysteresis by Samsonyuk, Olga N., Timoshin, Sergey A.

“…This paper is concerned with an optimal control problem for measure-driven differential equations with rate independent hysteresis. The latter is modeled by an…”
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A note on differential-algebraic systems with impulsive and hysteresis phenomena by Petrenko, Pavel, Samsonyuk, Olga, Staritsyn, Maxim

“…n this note, we single out some promising classes of differential-algebraic equations (DAEs) with hysteresis phenomena, and propose their meaningful…”
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Some Applications of Hamilton–Jacobi Inequalities for Classical and Impulsive Optimal Control Problems by Dykhta, Vladimir, Samsonyuk, Olga

“…This article is devoted to some applications of Hamilton–Jacobi inequalities for control problems of ordinary and impulsive dynamical systems. We focus on the…”
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Some Applications of Hamilton-Jacobi Inequalities for Classical and Impulsive Optimal Control Problems : Nonsmooth Analysis, Control and Optimization by DYKHTA, Vladimir, SAMSONYUK, Olga

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Feedback Minimum Principle for Impulsive Processes by Dykhta, V. A., Samsonyuk, O. N.

“…We consider an optimal impulsive control problem with a terminal functional and trajectories of bounded variation. The control system we consider has a…”
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Optimality Conditions for Impulsive Processes with Intermediate State Constraints by Samsonyuk, Olga, Sorokin, Stepan

“…This paper is concerned with an optimal impulsive control problem under intermediate state constraints. The control system of this problem is bilinear with…”
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Optimal impulsive control problems with hysteresis by Samsonyuk, Olga, Timoshin, Sergey

“…This paper deals with an optimal control problem for measure-driven differential equations with hysteresis. The hysteresis is modelled as a scalar rate…”
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Generalized solutions of bounded p-variation of nonlinear control systems and nonsmooth optimal impulsive control problems by Samsonyuk, Olga, Staritsyn, Maxim

“…The paper deals with control impulsive "rough" differential equations, namely, dynamical systems driven by discontinuous control inputs of bounded p-variation,…”
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