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Quadrature domains and thei...
"This volume is devoted to recent advances in the theory of quadrature domains, illustrating well the multi-facet aspects of their nature. It consists of both original articles and survey papers covering quite a wide scope of ideas and applications in potential theory, complex analysis, fluid mechanics, and operator theory. The survey articles, written by the leading experts in the field, will help to orient beginners in the vastly increasing literature on the subject. A large collection of open problems pertaining to the general theme of quadrature domains should attract a wide audience of analysts."--Jacket
Monografía
monografia Rebiun25754417 https://catalogo.rebiun.org/rebiun/record/Rebiun25754417 m o d cr cn||||||||| 081017s2005 sz a ob 010 0 eng d 2004066044 62756101 144515368 228393722 316868463 320968221 401411228 402387716 605688768 607525989 613448781 647588074 690010327 756421168 880022746 985033736 991954791 994840060 1005750120 1035656177 1044160392 1044201398 1044234990 1044343327 1056366849 1056367381 1056390535 1056403920 1058125449 1077273316 1086929280 1136323528 9783764373160 3764373164 3764371455 Cloth) 9783764371456 Cloth) 0817671455 acid-free paper) 9780817671457 acid-free paper) 6610263841 9786610263844 10.1007/b137105 doi AU@ 000042137326 AU@ 000048776465 DEBSZ 396132073 DEBSZ 43042616X HEBIS 192086855 NLGGC 291001017 NLGGC 384202993 NZ1 12054688 978-3-7643-7145-6 Springer http://www.springerlink.com GW5XE eng pn GW5XE OCLCQ N$T YDXCP TUU UAB DKU CNTRU MNU E7B IDEBK YNG OCLCO EBLCP OCLCQ A7U OCLCQ OCLCF DEBSZ OCLCQ AZU CEF UBF U5D SLY OCLCQ NLGGC VT2 Z5A LIP PIFBR OTZ OCLCQ ESU OCLCQ WY@ LUE STF OCLCQ BEATB U3W AU@ OCLCQ WYU ICG YOU CANPU OCLCQ W2U DCT SFB QA lcco MAT 040000 bisacsh 515/.9 22 31.43 bcl 31.42 bcl O174. 5 clc Quadrature domains and their applications the Harold S. Shapiro anniversary volume Peter Ebenfelt [and others], editors Basel Boston Birkhäuser Verlag 2005 Basel Boston Basel Boston Birkhäuser Verlag 1 online resource (xxviii, 277 pages) illustrations 1 online resource (xxviii, 277 pages) Text txt rdacontent computer c rdamedia online resource cr rdacarrier text file PDF rda Operator theory, advances and applications v. 156 Includes bibliographical references What is a quadrature domain? B. Gustafsson and H.S. Shapiro. -- Recent progress and open problems in the Bergman space A. Aleman, H. Hedenmalm and S. Richter. -- The Bergman kernal and quadrature domains in the plane S.R. Bell. -- The Cauchy transform J.A. Cima, A. Matheson and W.T. Ross. -- Quadrature domains and fluid dynamics D. Crowdy. -- On uniformly discrete sequences in the disk P. Duren, A. Schuster and D. Vukotic. -- Algebraic aspects of the Dirichlet problem P. Ebenfelt, D. Khavinson and H.S. Shapiro. -- Linear analysis of quadrature domains : IV B. Gustafsson and M. Putinar. -- Restriction, localization and microlocalization M. Sakai "This volume is devoted to recent advances in the theory of quadrature domains, illustrating well the multi-facet aspects of their nature. It consists of both original articles and survey papers covering quite a wide scope of ideas and applications in potential theory, complex analysis, fluid mechanics, and operator theory. The survey articles, written by the leading experts in the field, will help to orient beginners in the vastly increasing literature on the subject. A large collection of open problems pertaining to the general theme of quadrature domains should attract a wide audience of analysts."--Jacket English Functions of complex variables Potential theory (Mathematics) MATHEMATICS- Complex Analysis Potential theory (Mathematics) Functions of complex variables Functions of complex variables Potential theory (Mathematics) Electronic books Shapiro, Harold S. Ebenfelt, Peter Springer e-books Springer e-books Print version Quadrature domains and their applications. Basel ; Boston : Birkhäuser Verlag, 2005 3764371455 9783764371456 (DLC) 2004066044 (OCoLC)57342097 Operator theory, advances and applications v. 156