4 edition of Operator theory, system theory, and related topics found in the catalog.
Operator theory, system theory, and related topics
Includes bibliographical references.
|Statement||D. Alpay, V. Vinnikov, editors.|
|Series||Operator theory, advances and applications -- vol. 123, Operator theory, advances and applications -- v. 123.|
|Contributions||Livšic, Moshe S., Alpay, Daniel., Vinnikov, V.|
|LC Classifications||QA329 .O6375 2001|
|The Physical Object|
|Pagination||x, 567 p. ;|
|Number of Pages||567|
|ISBN 10||3764365234, 0817665234|
|LC Control Number||00069910|
A 'read' is counted each time someone views a publication summary (such as the title, abstract, and list of authors), clicks on a figure, or views or downloads the full-text. In mathematics, operator theory is the study of linear operators on function spaces, beginning with differential operators and integral operators may be presented abstractly by their characteristics, such as bounded linear operators or closed operators, and consideration may be given to nonlinear study, which depends heavily on the topology of function spaces, is a.
The research area is focused on several topics in Functional Analysis, Operator Theory, Dynamical Systems and applications to Approximation Theory and Fixed Point Theory. Weekly Seminars Weekly seminars are conducted on a regular basis where the newest results in the area are presented by faculty members, visitors, and graduate students. Systems theory, in social science, the study of society as a complex arrangement of elements, including individuals and their beliefs, as they relate to a whole (e.g., a country). The study of society as a social system has a long history in the social sciences. The conceptual origins of the.
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Operator Theory, System Theory and Related Topics The Moshe Livšic Anniversary Volume. Editors: Alpay, Daniel, Vinnikov, Victor (Eds.) Free Preview. The volume contains papers in operator theory and its applications (understood in a very wide sense), many of them reflecting, 1 directly or indirectly, a profound impact of the work of Moshe : Daniel Alpay.
Besides M. Krein, M. Livsic was strongly influenced B. Levin, an outstanding specialist in the theory of analytic functions. A by deep understanding of operator theory as well as function theory and a penetrating search of connections between the two, were to become one of the landmarks of M.
Livsic's work. Livsic defended his Ph. The papers in the volume reflect Harry's influence on the field of operator theory and its applications through his insights, his writings, and his personality. The volume begins with an autobiographical sketch, followed by the list ofpublications ofHarry Dym and the paper ofIsrael Gohberg: On Joint Work with Harry : Hardcover.
proceedings of the Conference in Operator The ory in Honour of Moshe Livsic 80th Birthday, held June 29 to July 4,at the Ben-Gurion University of the Negev (Beer-Sheva, Israel) and at the Weizmann In stitute of Science (Rehovot, Israel).
The volume contains papers in operator theory and its applications (understood in a very wide sense), many of them reflecting, 1 Read PDF Operator. The conference focused on the main ideas, methods, results, and achievements of M. Krein. This second volume is devoted to operator theory and related topics.
It opens with the bibliography of M. Krein and a number of Operator theory papers about his work. The main part of the book consists of original research papers presenting the state of the art in operator theory and its applications. This book is meant for researchers, who will find the emerging issues in risk management that are motivated by the encounter of new tasks and novel technology; practitioners who will have descriptions and references of the state-of-the-art 5/5(97).
The volume is very timely, because in the last year or two great progress has been made on hard problems in this field, and thus operator theory today is a very exciting part of mathematical research. One particular problem on which considerable progress has been made recently is the invariant subspace problem.
a canonical construction that associates with T an operator M T that is unitarily equivalent to T, called its "canonical model.'* Thus, one may study T by study ing M T instead, and this is one of the themes of the book Harmonic analysis of operators on Hilbert space, by Sz.-Nagy and Foias.
Douglas, who has contributed significantly to the geometrization of the theory of canonical models File Size: 4MB. Probabilistic Analysis and Related Topics, Volume 3 focuses on the continuity, integrability, and differentiability of random functions, including operator theory, measure theory, and functional and numerical analysis.
“This book can serve as a good introduction to an active research area. Each chapter ends with a nice list of exercises. At the end of the book complementary material can be found on measure theory, functional analysis, operator theory, the Riesz representation theorem, and more.
This makes the book self-contained. Operator theory, system theory and related topics: the Moshe Livšic anniversary volume By Daniel Alpay and Victor Vinnikov No static citation data No static citation data CiteAuthor: Daniel Alpay and Victor Vinnikov. A Panorama of Modern Operator Theory and Related Topics: The Israel Gohberg Memorial Volume | Daniel Alpay, Haim Attia (auth.), Harry Dym, Marinus A.
Kaashoek, Peter Lancaster, Heinz Langer, Leonid Lerer (eds.) | download | B–OK. Download books for free. Find books. This book is devoted to some topical problems and applications of operator theory and its interplay with modern complex analysis. It consists of 20 selected survey papers that represent updated (mainly plenary) addresses to the IWOTA conference held at Bordeaux from June 13 to 16, The book treats the standard topics of introductory courses in linear systems and control theory.
Deterministic systems are discussed in the ﬁrst ﬁve chapters, with the following main topics: realization theory, observability and controllabil-ity, stability and stabilization by feedback, and linear-quadratic optimal control.
ISBN: OCLC Number: Description: x, pages ; 24 cm. Contents: List of Publications of M. Livsic --Vortices of 2D Systems / M. Livsic --Realization and Factorization in Reproducing Kernel Pontryagin Spaces / D. Alpay, A. Dijksma and J.
Rovnyak / [et al.] --Models of Contractions Constructed from the Defect Function of. Probabilistic Analysis and Related Topics, Volume 1 focuses on the continuity, differentiability, and integrability of random functions, including functional analysis, operator theory, measure theory, and numerical analysis.
Other contributions cover important avenues of modern operator theory in such fields as interpolation theory (also in the so-called nonstationary setting), direct and inverse problems for the string equation and for nonselfadjoint differential operators, operator models and function theory. CHAPTER 1.
FREDHOLM THEORY Preliminaries Let X and Y be complex Banach spaces. Write B(X;Y) for the set of bounded linear operators from X to Y and abbreviate B(X;X) to B(X).If T 2 B(X) write ‰(T) for the resolvent set of T; ¾(T) for the spectrum of T; 0(T) for the set of eigenvalues of T. We begin with: Deﬂnition Let X be a normed space and let X⁄ be the dual space of X.
These 35 refereed articles report on recent and original results in various areas of operator theory and connected fields, many of them strongly related to contributions of Sz.-Nagy. The scientific part of the book is preceeded by fifty pages of biographical material, including several photos.
show more. I am looking for something that proceeds to the most important topics (e.g., spectral theory) faster than the most of textbooks, but not at the expense of rigor.
I.e., something that covers rigorously the main topics, but concentrates only on the main ideas. Simply an accessible introductory text for a fast orientation in the subject. This is an excellent course in operator theory and operator algebras leads the reader to deep new results and modern research topics the author has done more than just write a good book—he has managed to reveal the unspeakable charm of the subject, which is indeed the ‘source of happiness’ for operator theorists.CiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): Abstract.
The paper describes a class of mathematical problems at an intersection of operator theory and combinatorics, and discusses their application in complex system analysis. The main object of study is duality gap bounds in quadratic programming which deals with problems of maximizing quadratic functionals.