26 citations to https://www.mathnet.ru/rus/at3173
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Khnykin A., Laletin N., Uglev V., “Applying Zheleznogorsk Robotics for Learning Children with Disabilities”, Ambient Assisted Living, Lecture Notes in Computer Science, 6693, eds. Bravo J., Hervas R., Villarreal V., Springer-Verlag Berlin, 2011, 167–171
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Acosta J.A., “Furuta's Pendulum: a Conservative Nonlinear Model for Theory and Practise”, Math. Probl. Eng., 2010, 742894
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Б. Р. Андриевский, “Глобальная стабилизация неустойчивого маятника с маховичным управлением”, УБС, 24 (2009), 258–280
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Filippov S.A., Fradkov A.L., “Cyber-Physical Laboratory Based on Lego Mindstorms Nxt - First Steps”, 2009 IEEE Control Applications CCA & Intelligent Control (ISIC), Vols 1-3, IEEE International Conference on Control Applications, IEEE, 2009, 1236–1241
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Mogo J.B., Woafo P., “Dynamics of a Nonlinear Electromechanical Device with a Pendulum Arm”, J. Comput. Nonlinear Dyn., 2:4 (2007), 374–378
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Yoshida K., Okanouchi S., Kawabe H., “Vibration Suppression Control for a Variable Length Pendulum with a Pivot Movable in a Restricted Range”, 2006 Sice-Icase International Joint Conference, Vols 1-13, IEEE, 2006, 2181–2187
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Fradkov A., Andrievsky B., Boykov K., “Control of the Coupled Double Pendulums System”, Mechatronics, 15:10 (2005), 1289–1303
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Andrievskii B., Fradkov A., “Trends in the Automatic Control in Aerospace”, J. Comput. Syst. Sci. Int., 43:2 (2004), 278–287
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Gordillo F., Acosta J., Aracil J., “A New Swing-Up Law for the Furuta Pendulum”, Int. J. Control, 76:8 (2003), 836–844
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Barreiro A., Aracil J., Pagano D., “Detection of Attraction Domains of Non-Linear Systems Using Bifurcation Analysis and Lyapunov Functions”, Int. J. Control, 75:5 (2002), 314–327