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ун-та, 2004.— С. 14829. Якубович, В. А. S-процедура в нелинейной теории регулирования / В. А. Якубович // Вестник ЛГУ, сер. физ., матем., астр. — 1971. — № 1.30. Accuracy of Fridman’s Estimates for Sampling Interval: A Nonlinear System Case Study /E. Usik, R. Seifullaev, A.Fradkov, T.Bryntseva // IFAC Proceedings Volumes (IFAC-PapersOnline). — 2014. — World Congress, Vol.
19, Part 1. — P. 11165–11170.31. Adaptive motion control of nonholonomic vehicle / S. V. Gusev, I. E. Paromtchik , I. A. Makarov,V. A. Yakubovich // Proceedings of IEEE Int. Conf. Robot. Automat.. — 1998. — P. 3285–3290.7632. Angeli, D. Almost global stabilization of the inverted pendulum via continuous state feedback /D. Angeli // Automatica. — 2001. — Vol. 37. — P. 1103–1108.33. Åström, K. J.
Controlled Systems–Theory and Design / K. J. Åström, B. W. Wittenmark —Prentice-Hall, Englewood Cliffs, New Jersey, 1984.34. Åström, K. J. Swinging up a pendulum by energy control / K. J. Åström, K. Furuta // Automatica.— 2000. — Vol. 36. — P. 287–295.35. Curry, R. E. Estimation and Control with Quantized Measurements / R. E. Curry — Prentice-Hall,Englewood Cliffs, New Jersey, 1984.36. Delchamps, D. F. Stabilizing a linear system with quantized state feedback / D. F. Delchamps //IEEE Trans. Automat. Control. — 1990. — Vol. 35.
— P. 916–924.37. Duan, S. Stability criteria for uncertain piecewise affine time-delay systems / S. Duan, J. Ni,A. G. Ulsoy // Proceedings of American Control Conference. — 2012. — P. 5460–5465.38. Energy Control of One-Degree-of-Freedom Oscillators in Presence of Bounded Force Disturbances / I. G. Polushin, A.
L. Fradkov, V. V. Putov, K. A. Rogov // Proceedings of the EuropeanControl Conference ECC’99. — 1999.39. Fradkov, A. L. Swinging control of nonlinear oscillations / A. L. Fradkov // Intern. J. Control.— 1996. — Vol. 64. — P. 1189–1202.40. Fridman, E. New Lyapunov–Krasovskii Functionals for Stability of Linear Retarded and NeutralType Systems / E. Fridman // Systems & Control Letters. — 2001. — Vol. 43, no. 4. —P. 309–319.41. Fridman, E.
Robust Sampled-Data Stabilization of Linear Systems: an Input Delay Approach /E. Fridman, A. Seuret, J. P. Richard // Automatica. — 2004. — Vol. 40, no. 8. — P. 1441–1446.42. Fridman, E. A Refined Input Delay Approach to Sampled-Data Control / E. Fridman // Automatica. — 2010. — Vol. 46, no. 2. — P. 421–427.43. Fridman, E. Introduction to Time-Delay Systems: Analysis and Control / E.
Fridman —Birkhauser, 2014. — P. 362.44. Gu, K. Stability of Time-Delay Systems / K. Gu, V. L. Kharitonov, J. Chen. — Boston:Birkhauser, 2003. — P. 354.7745. Hetel, L. Robust Sampled-Data Control of Switched Affine Systems / L. Hetel, E. Fridman //IEEE Transactions on Automatic Control.
— 2013. — Vol. 58, no. 11. — P. 2922–2928.46. Isermann, R. Digital Control Systems / R. Isermann — Berlin, Springer-Verlag, 1981.47. Jury, E. I. Sampled-data control systems / E. I. Jury — New-York: John Wiley, 1958.48. Kalman, R. E. Nonlinear aspects of sampled-data control systems / R. E.
Kalman // Proceedingsof the Symposium on Nonlinear Circuit Theory. — 1956. — P. 273–313.49. Khalil, H. K. Nonlinear Systems / H. K. Khalil — Prentice Hall PTR, 2002.50. Kharitonov, V. L. Lyapunov–Krasovskii Approach to the Robust Stability Analysis of TimeDelay Systems / V. L. Kharitonov, A. P. Zhabko // Automatica. — 2003. — Vol. 39, no. 1. —P. 15–20.51. Kulkarni, V. Piecewise quadratic Lyapunov functions for piecewise affine time-delay systems /V.
Kulkarni, M. Jun, J. P. Hespanha // Proceedings of American Control Conference. — 2004.— P. 3885–3889.52. Latombe, J. C. Robot Motion Planning / J. C. Latombe — Kluwer Academic Publishers, Boston,1991.53. LEGO Mindstorms NXT Robots and Oscillators in Control Education / S. A. Filippov,A. L. Fradkov, I. V. Ashikhmina, R. E. Seifullaev // IFAC Proceedings Volumes (IFACPapersOnline). — 2010. — Periodic Control Systems, Vol.
4, Part 1. — P. 156–160.54. Liberzon, D. Hybrid feedback stabilization of systems with quantized signals / D. Liberzon //Automatica. — 2003. — Vol. 39. — P. 1543–1554.55. Liu, K. Network-based Control via a Novel Analysis of Hybrid Systems with Time-varyingDelays / K. Liu, E. Fridman, L. Hetel // Proceedings of the 51st IEEE Annual Conference onDecision and Control (CDC). — 2012. — P. 3886–3891.56. Löfberg, J. YALMIP: A toolbox for modeling and optimization in MATLAB / J.
Löfberg //Proceedings of IEEE International Symposium on Computer Aided Control Systems Design. —2004. — P. 284–289.57. Miller, R. K. Quantization and overflow effects in digital implementations of linear dynamiccontrollers / R. K. Miller, M. S. Mousa, A. N. Michel // IEEE Trans. Automat. Control. — 1988.— Vol. 33.
— P. 698–704.7858. Moarref, M. Asymptotic stability of sampled-data piecewise affine slab systems / M. Moarref,L. Rodrigues // Automatica. — 2012. — Vol. 48. — P. 2874–2881.59. Moezzi, K. Stability of uncertain piecewise affine systems with time delay: delay-dependentLyapunov approach / K. Moezzi, L. Rodrigues, A. G. Aghdam // International Journal of Control.— 2009. — Vol. 82, no. 8. — P. 1423–1434.60. Rantzer, A. Smooth blending of nonlinear controllers using density functions / A.
Rantzer,F. Ceragioli // Proceedings of the European Control Conference. — 2001. — P. 2851–2853.61. Samadi, B.Stability of sampled-data piecewise affine systems: A time-delay approach /B. Samadi,L. Rodrigues // Automatica. — 2009. — Vol. 45. — P. 1995–2001.62. Seifullaev, R. E. Energy Based Control of Cart-Pendulum System / R. E. Seifullaev // Preprintsof 14th International Student Olympiad on Automatic Control. — 2011. — P. 50–54.63. Seifullaev, R.
E. Energy based and sampled-data control of the cart-pendulum system / R. E. Seifullaev // Conference Abstracts of International Student Conference “Science and Progress”. —2011. — P. 80.64. Seifullaev, R. E. Speed Gradient Energy and Sampled-Data Control of Cart-Pendulum System /R. E. Seifullaev // IFAC Proceedings Volumes (IFAC-PapersOnline). — 2012. — Advances inControl Education, Vol. 9, Part 1.
— P. 478–483.65. Seifullaev, R. E. Sampled-Data Control of Nonlinear Oscillations Based on LMIs and Fridman’sMethod / R. E. Seifullaev, A. L. Fradkov // IFAC Proceedings Volumes (IFAC-PapersOnline).— 2013. — Periodic Control Systems, Vol. 5, Part 1. — P. 95–100.66. Seifullaev, R. E. Robust nonlinear sampled-data system analysis based on Fridman’s method andS-procedure / R.
E. Seifullaev, A. L. Fradkov // International Journal of Robust and NonlinearControl. — Published online in Wiley Online Library (wileyonlinelibrary.com): 28 JAN 2015.— DOI: 10.1002/rnc.330467. Sharon, Y. Input-to-state stabilizing controller for systems with coarse quantization / Y. Sharon,D. Liberzon. // IEEE Trans. Automat. Control. — 2012.
— No. 57. — P. 830–844.68. Shiriaev, A. S. Stabilization of invariant sets for nonaffine nonlinear systems / A. S. Shiriaev,A. L. Fradkov. // Automatica. — 2000. — No. 36. — P. 1709–1715.7969. Shiriaev, A. S. Stabilization of invariant sets for nonlinear systems with application to controlof oscillations / A. S. Shiriaev, A. L. Fradkov. // Intern. J. of Robust and Nonlinear Control. —2001. — No. 11.
— P. 215–240.70. Synchronization of Nonlinear Systems Over Intranet:Cart-pendulum Case Study /M. Ananyevskiy, R. Seifullaev, D. Nikitin, A. Fradkov // Proceedings of IEEE Conferenceon Control Applications. — 2014. — P. 1214–1219.71. Teel, A. R.
A nonlinear small gain theorem for the analysis of control systems with saturation /A. R. Teel. // IEEE Trans. Automat. Control. — 1996. — No. 41. — P. 1256–1270.72. VSS-version of energy-based control for swinging up a pendulum / A. S. Shiriaev, O.
Egeland,H. Ludvigsen, A. L. Fradkov. // Systems and Control Letters. — 2001. — No. 44. — P. 45–56.80.
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