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Mathematical theory of adaptive control Vladimir G. Sragovich ; translator, I.A. Sinitzin ; editor, J. Spalinski ; assistant editors, L. Stettner and J. Zabczyk.

By: Sragovich, Vladimir Grigorʹevich [].
Contributor(s): Sinitzin, I. A [] | Spalinski, J [].
Series: Interdisciplinary mathematical sciences: v. 4.Singapore Hackensack, N.J. World Scientific 2006Edition: First edition.Description: xv, 473 pages 26 cm.ISBN: 9812563717.Subject(s): Control theory -- Mathematical models | Adaptive control systems | Teoria del control -- Modelos matemáticos | Sistemas de control adaptativoDDC classification: 515.642
Contents:
Basic notions and definitions -- Real-valued HPTV with finite number of controls: automaton approach -- Stochastic approximation -- Minimax adaptive control -- Controlled finite homogeneous markov chains -- Control of partially observable markov chains and regenerative processes -- Control of stationary processes -- Finite-converging procedures for control problems with inequalities -- Control of linear difference equations -- Control of ordinary differential equations -- Control of stochastic differential equations -- General references --
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Item type Current location Collection Call number Vol info Copy number Status Date due Barcode Item holds
Libros Libros Biblioteca Central
General 515.642 / Sr11m (Browse shelf) 2006/Primera edición Ej. 1 Available 900000012064
Total holds: 0
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515.64 / S699mat Mathematical control theory : 515.64 / S852c Cálculo multivariable 515.64 / S852c Cálculo multivariable 515.642 / Sr11m Mathematical theory of adaptive control 515.7 / A211so Sobolev spaces / 515.7 / B848a Análisis funcional : 515.7 / C769a A course in Functional analysis

Includes bibliographical references (p. 459-470) and index.

Basic notions and definitions -- Real-valued HPTV with finite number of controls: automaton approach -- Stochastic approximation -- Minimax adaptive control -- Controlled finite homogeneous markov chains -- Control of partially observable markov chains and regenerative processes -- Control of stationary processes -- Finite-converging procedures for control problems with inequalities -- Control of linear difference equations -- Control of ordinary differential equations -- Control of stochastic differential equations -- General references --

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