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Representation and Control of Infinite Dimensional Systems

Alain Bensoussan, Michel C. Delfour, Sanjoy K. Mitter, et al.

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Birkhäuser Boston img Link Publisher

Naturwissenschaften, Medizin, Informatik, Technik / Elektronik, Elektrotechnik, Nachrichtentechnik

Beschreibung

A new edition in a single volume Over the past decade, more and more sophisticaced mathematical tools and approaches have been incorporated in the ?eld of Control of in?nite dim- sional systems. This was motivated by a whole range of challenging appli- tions arising from new phenomenologicalstudies, technologicaldevelopments, and more stringent design requirements. At the same time, researchers and advanced engineers have been steadily using an impressive amount of very sophisticated mathematics in their analysis, synthesis, and design of systems. Whatwasregardedastooabstract,specialized,ortheoreticalin1990hasnow become a standard part of the toolkit. The decision to produce a second edition of the original 1992–1993 t- volume edition is further motivated by several other factors. Over the years the book has been recognizedas a key referencein the ?eld, and a revised and corrected edition was desirable. Even if some good books on the control of in?nite dimensional linear systems have appeared since then, we felt that the original material has not aged too much and that the breadth of its presen- tion is still attractiveand very competitive. The result is a completely revised and corrected second edition in a single convenient volume with integrated bibliography and index.

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Schlagwörter

systems with time delays, H-infinity t, Optimal control, linear quadratic differential games, finite dimensional systems, linear ordinary differential equations, max-inf and min-sup problems, game theory, infinite dimensional systems, partial differential equation, quadratic optimal control, distributed parameter systems, hyperbolic equation, controllability, observability, stabiliability, partial differential equations