Advances in Nonlinear Dynamics and Control: A Report from Russia

Alexander B. Kurzhanski

ISBN 10: 1461267196 / ISBN 13: 9781461267195

Editore: Springer-Verlag New York Inc., 2012

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Titolo: Advances in Nonlinear Dynamics and Control: ...

Casa editrice: Springer-Verlag New York Inc.

Data di pubblicazione: 2012

Legatura: Paperback / softback

Condizione: New

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Riassunto:

The purpose of this volume is to present a coherent collection of overviews of recent Russian research in Control Theory and Nonlinear Dynamics written by active investigators in these fields. It is needless to say that the contribution of the scientists of the former Soviet Union to the development of nonlinear dynamics and control was significant and that their scientific schools and research community have highly evolved points of view, accents and depth which complemented, enhanced and sometimes inspired research directions in the West. With scientific exchange strongly increasing, there is still a consider­ able number of Eastern publications unknown to the Western community. We have therefore encouraged the authors to produce extended bibliogra­ phies in their papers. The particular emphasis of this volume is on the treatment of uncer­ tain systems in a deterministic setting-a field highly developed in the former Soviet Union and actively investigated in the West. The topics are concentrated around the three main branches of un­ certain dynamics which are the theory of Differential Games, the set­ membership approach to Evolution, Estimation and Control and the the­ ory of Robust Stabilization. The application of these techniques to non­ linear systems as well as the global optimization of the latter are also among the issues treated in this volume.

Contenuti:

The Decomposition of Controlled Dynamic Systems.- A Differential Game for the Minimax of a Positional Functional.- Global Methods in Optimal Control Theory.- On the Theory of Trajectory Tubes ― a Mathematical Formalism for Uncertain Dynamics, Viability and Control.- A Theory of Generalized Solutions to First-Order PDEs with an Emphasis on Differential Games.- Adaptivity and Robustness in Automatic Control Systems.