Several approaches to pulse-width-modulated regular synthesis via quasilinearization. (English) Zbl 0234.49022


49N25 Impulsive optimal control problems


[1] R. E. Bellman R. E. Kalaba: Quasilinearization and nonlinear boundary-value problems. Amer. Elsevier, N.Y. 1965. · Zbl 0139.10702
[2] O. A. Solheim F. Pøhner: Optimal control of a class of discrete systems. Preprints IFAC Congr., Warshaw, June 1969, Tech. session 62, 34-51.
[3] A. Vaněček: Convergence of quasilinear approximations of dynamical systems. (In Czech.) INORGA Institute for Automation Rep., Prague, June 1971.
[4] A. Vaněček J. Fessl: A contribution to parameters and state estimation and synthesis via quasilinearization. Preprints 2nd Prague IFAC Symp. Identification and Process Parameter Estimation, 15-20 June 1970. Sec. 2.6, 1-7. Academia, Prague 1970.
[5] A. Vaněček J. Fessl M. Šindelář: Optimization of digital control using pulse-width-modulation. (In Czech.) INORGA Institute for Automation Rep., Prague, Dec. 1970.
[6] P. Vidal: Systèmes échantillonnés non linéaires. Gordon & Breach (Dunod, Paris 1968. · Zbl 0214.16002
[7] С. Н. Зуховицкий Л. И. Авдєєва: Линєйноє и выпуклоє программированиє. Hayka, Москва 1964.
[8] J. Žáčková: On maximizing a concave function subject to linear constraints by Newton’s method. Aplikace matematiky 13 (1968), 4, 339-335. · Zbl 0212.18202
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