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Operator theory, systems th...
Operator theory, system theory, scattering theory, and the theory of analytic functions of one complex variable are deeply related topics, and the relationships between these theories are well understood. When one leaves the setting of one operator and considers several operators, the situation is much more involved. There is no longer a single underlying theory, but rather different theories, some of them loosely connected and some not connected at all. These various theories, which one could call "multidimensional operator theory", are topics of active and intensive research. The pr
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monografia Rebiun25693100 https://catalogo.rebiun.org/rebiun/record/Rebiun25693100 m o d cr cn||||||||| 081017s2005 sz a ob 000 0 eng d 62756085 144515365 228393756 229184433 316868455 401410307 402388043 605688897 686051727 756421187 880016929 1044188956 1044236593 1044259733 1044561275 1056296653 1056321030 1056362082 1056408816 1058776526 1077280335 1097296406 1102295684 1110740567 1125446418 9783764373030 3764373032 3764372125 Cloth) 9783764372125 Cloth) 0817672125 alk. paper) 9780817672126 alk. paper) 6610263876 9786610263875 10.1007/b137040 doi AU@ 000042137322 AU@ 000048714366 DEBSZ 430426224 HEBIS 192087061 NLGGC 291000983 NLGGC 384203043 NZ1 12079800 978-3-7643-7212-5 Springer http://www.springerlink.com GW5XE eng pn GW5XE OCLCQ UV0 OCLCQ MHW OCLCQ N$T YDXCP CEF UAB COO U5D IDEBK YNG OCLCO EBLCP OCLCQ A7U OCLCQ OCLCF OCLCQ AZU SLY DEBSZ OCLCQ NLGGC Z5A OTZ OCLCQ ESU OCLCQ STF OCLCQ BEATB U3W AU@ OCLCQ WYU ICG YOU CNTRU AUD OCLCQ ZHM SFB OCLCQ QA lcco MAT 037000 bisacsh 515/.724 22 31.46 bcl O177. 1 clc Operator theory, systems theory, and scattering theory multidimensional generalizations Daniel Alpay, Victor Vinnikov, editors Basel Boston Birkhäuser Verlag 2005 Basel Boston Basel Boston Birkhäuser Verlag 1 online resource (xvi, 310 pages) illustrations 1 online resource (xvi, 310 pages) Text txt rdacontent computer c rdamedia online resource cr rdacarrier text file PDF rda Operator theory, advances and applications v. 157 Includes bibliographical references Functional Models for Representations of the Cuntz Algebra; Relations on Non-commutative Variables and Associated Orthogonal Polynomials; Functions of Several Variables in the Theory of Finite Linear Structures Part I: Analysis; Operator Method for Solution of PDEs Based on Their Symmetries; On the Bessmertnyi Class of Homogeneous Positive Holomorphic Functions on a Product of Matrix Halfplanes; Rational Solutions of the Schlesinger System and Isoprincipal Deformations of Rational Matrix Functions II; Preservation of the Norms of Linear Operators Acting on Some Quaternionic Function Spaces Operator theory, system theory, scattering theory, and the theory of analytic functions of one complex variable are deeply related topics, and the relationships between these theories are well understood. When one leaves the setting of one operator and considers several operators, the situation is much more involved. There is no longer a single underlying theory, but rather different theories, some of them loosely connected and some not connected at all. These various theories, which one could call "multidimensional operator theory", are topics of active and intensive research. The pr English Linear operators Operator theory Scattering (Mathematics) System theory MATHEMATICS- Functional Analysis Operator theory Scattering (Mathematics) System theory Linear operators Linear operators Operator theory Scattering (Mathematics) System theory Linearer Operator- Operatortheorie- Streutheorie- Systemtheorie Operatortheorie- Linearer Operator- Streutheorie- Systemtheorie Streutheorie- Operatortheorie- Linearer Operator- Systemtheorie Systemtheorie- Streutheorie- Operatortheorie- Linearer Operator Electronic books Alpay, Daniel Vinnikov, V. Victor) Springer e-books Springer e-books Print version Operator theory, systems theory, and scattering theory. Basel ; Boston : Birkhäuser Verlag, 2005 3764372125 9783764372125 (DLC) 2005043574 (OCoLC)57754369 Operator theory, advances and applications v. 157