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Del 201 - North-Holland Mathematics Studies

Infinite Dimensional Linear Control Systems

The Time Optimal and Norm Optimal Problems

AvO Fattorini, H,H. O. Fattorini

Inbunden, Engelska, 2005

2 302 kr

Skickas inom 5-8 vardagar

For more than forty years, the equation y'(t) = Ay(t) + u(t) in Banach spaces has been used as model for optimal control processes described by partial differential equations, in particular heat and diffusion processes. Many of the outstanding open problems, however, have remained open until recently, and some have never been solved. This book is a survey of all results know to the author, with emphasis on very recent results (1999 to date).

The book is restricted to linear equations and two particular problems (the time optimal problem, the norm optimal problem) which results in a more focused and concrete treatment. As experience shows, results on linear equations are the basis for the treatment of their semilinear counterparts, and techniques for the time and norm optimal problems can often be generalized to more general cost functionals.

The main object of this book is to be a state-of-the-art monograph on the theory of the time and norm optimal controls for y'(t) = Ay(t) + u(t) that ends at the very latest frontier of research, with open problems and indications for future research.

Key features:

� Applications to optimal diffusion processes.� Applications to optimal heat propagation processes.� Modelling of optimal processes governed by partial differential equations.� Complete bibliography.� Includes the latest research on the subject.� Does not assume anything from the reader except basic functional analysis.� Accessible to researchers and advanced graduate students alike� Applications to optimal diffusion processes.� Applications to optimal heat propagation processes.� Modelling of optimal processes governed by partial differential equations.� Complete bibliography.� Includes the latest research on the subject.� Does not assume anything from the reader except basic functional analysis.� Accessible to researchers and advanced graduate students alike

Del 14 - Lecture Notes in Economics and Mathematical Systems

Computing Methods in Optimization Problems

Papers presented at the 2nd International Conference on Computing Methods in Optimization Problems, San Remo, Italy, September 9–13, 1968

AvG. Arienti,A. Colonelli Danerim. fl.

Häftad, Engelska, 1969

555 kr

Skickas inom 10-15 vardagar

This volume is based on papers presented at the 2nd International Conference on Computing Methods in Optimization Problems held in San Remo, Italy, September 9-13, 1968. The Conference was sponsored by the Society of Industrial and Applied Mathematicians (SIAM), with the cooperation of the University of California and the Univer- sity of California and the University of Southern Califor- nia. The Conference focussed on recent advances in com- putational methods for optimization problems in diverse areas including: Computational Aspects of Optimal Control and Trajec- tory Problems; Computational Techniques in Mathematical Programming; Computational Techniques in Optimization Problems in Economics, Metero1ogy, Biomedicine and Related Areas; Identification and Inverse Problems; Computational Aspects of Decoding and Information Retrieval Problems; Pattern Recognition Problems. The Organizing Committee of the Conference consisted of: A. V. Balakrishnan (U. S. A. ) - Chairman L. W. Neustadt (U. S. A. ) - Co-Chairman L. A. Zadeh (U. S. A. ) - Co-Chairman G. Debreu (U. S. A. ) E. Gilbert (U. S. A. ) H. Kelley (U. S. A. ) J. Rosen (U. S. A. ) J. Lions (France) A. Ruberti (Italy) A.Lepschy (Italy) E. Biondi (Italy) G. Marchuk (U. S. S. R. ) N. Moiseev (U. S. S. R. ) B. Pschenichniy (U. S. S. R. ) The Conference was hosted by the Consiglio Naziona1e Delle Ricerche, Italy. CONTENTS G. Arienti and A. Colonelli Daneri: Computation of the Switching Times in Optimal Control Problems of Bang-Bang Type ******************** 1 M.

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H. O. Fattorini – författare

Infinite Dimensional Linear Control Systems

Computing Methods in Optimization Problems

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