26 citations to https://www.mathnet.ru/rus/at3173
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Б. Р. Андриевский, А. Л. Фрадков, “Метод скоростного градиента и его приложения”, Автомат. и телемех., 2021, № 9, 3–72 ; B. R. Andrievsky, A. L. Fradkov, “Speed gradient method and its applications”, Autom. Remote Control, 82:9 (2021), 1463–1518
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Gutierrez-Oribio D., Mercado-Uribe A., Moreno J.A., Fridman L., “Joint Swing-Up and Stabilization of the Reaction Wheel Pendulum Using Discontinuous Integral Algorithm”, Nonlinear Anal.-Hybrid Syst., 41 (2021), 101042
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Pogromsky A.Yu., Andrievsky B., “Historical Overview of the Speed-Gradient Method Applications For Nonlinear Control Problems”, 2020 European Control Conference (Ecc 2020), IEEE, 2020, 787–790
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Gromov D., Castanos F., Fradkov A.L., “Projected Dynamics of Constrained Hamiltonian Systems”, 2018 European Control Conference (Ecc), IEEE, 2018, 1277–1281
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Polyanina A.S., “Control Parameters For Processes of Amplitude Stabilization in the Vicinity of Orbital-Stable Limit Cycles”, 2017 International Conference on Industrial Engineering, Applications and Manufacturing (ICIEAM), IEEE, 2017
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А. Н. Печень, “О методе скоростного градиента для генерации унитарных квантовых операций в замкнутых квантовых системах”, УМН, 71:3(429) (2016), 205–206 ; A. N. Pechen, “On the speed gradient method for generating unitary quantum operations for closed quantum systems”, Russian Math. Surveys, 71:3 (2016), 597–599
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Aguilar-Ibanez C., Mendoza-Mendoza J.A., Martinez J.C., de Jesus Rubio J., Suarez-Castanon M.S., “a Limit Set Stabilization By Means of the Port Hamiltonian System Approach”, Int. J. Robust Nonlinear Control, 25:12 (2015), 1739–1750
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Tomchin D.A., Tomchina O.P., Fradkov A.L., “Controlled Passage Through Resonance For Flexible Vibration Units”, Math. Probl. Eng., 2015, 839105
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Галицкая В.А., Томчина О.П., “Proportional-integral energy-velocity algorithm for multiple synchronization control of vibration unit rotors”, Информатика и системы управления, 2012, № 3, 158–168
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Mogo J.B., Woafo P., “Dynamics of a Cantilever Arm Actuated by a Nonlinear Electrical Circuit”, Nonlinear Dyn., 63:4 (2011), 807–818