cam a22 5 4500 512026505 CHVBK 20201018165953.0 m d cr |n |||||||| 180504s2015 sz |||| s 0 0|eng d 978-3-0348-0408-0 978-3-0348-0407-3 (print) 10.1007/978-3-0348-0408-0 doi (SERSOL)ssj0001501509 (IDSBB)006502097 (NEBIS)010459994 (WaSeSS)ssj0001501509 (OCoLC)908634553 WaSeSS QA403 .H37 2015eb QA299.6-433 PBK bicssc MAT034000 bisacsh 515/.2433 23 510 15 515 23 Citti Giovanna author Harmonic and Geometric Analysis [Elektronische Daten] by Giovanna Citti, Loukas Grafakos, Carlos Pérez, Alessandro Sarti, Xiao Zhong Basel Springer Basel Imprint: Birkhäuser 2015 1 online resource (IX, 170 p. 19 illus., 12 illus. in color.) online resource text file PDF rda Advanced Courses in Mathematics - CRM Barcelona 2297-0304 Includes bibliographical references 1 Models of the Visual Cortex in Lie Groups -- 2 Multilinear Calderón-Zygmund Singular Integrals -- 3 Singular Integrals and Weights -- 4 De Giorgi-Nash-Moser Theory. Lizenzbedingungen können den Zugang einschränken. License restrictions may limit access. This book presents an expanded version of four series of lectures delivered by the authors at the CRM. Harmonic analysis, understood in a broad sense, has a very wide interplay with partial differential equations and in particular with the theory of quasiconformal mappings and its applications. Some areas in which real analysis has been extremely influential are PDE's and geometric analysis. Their foundations and subsequent developments made extensive use of the Calderón-Zygmund theory,especially the Lp inequalities for Calderón-Zygmund operators (Beurling transform and Riesz transform, among others) and the theory of Muckenhoupt weights. The first chapter is an application of harmonic analysis and the Heisenberg group to understanding human vision, while the second and third chapters cover some of the main topics on linear and multilinear harmonic analysis. The last serves as a comprehensive introduction to a deep resultfrom De Giorgi, Moser and Nash on the regularity of elliptic partial differential equations in divergence form. Mathematics Global analysis (Mathematics) Differential equations, partial Harmonic analysis Geometric analysis Harmonische Analyse (DE-588)4023453-8 gnd Geometrische Analysis (DE-588)4156708-0 gnd Geometric analysis fast Harmonic analysis fast HARMONISCHE FUNKTIONEN (ANALYSIS) ger (ETHUDK)000013304 ethudk LIE-GRUPPEN (ALGEBRA) ger (ETHUDK)000012844 ethudk MODELLRECHNUNG UND SIMULATION IN DER NEUROLOGIE ger (ETHUDK)000057977 ethudk SEHZENTRUM + VISUELLER CORTEX (NEUROLOGIE) ger (ETHUDK)000026316 ethudk SINGULÄRE INTEGRALE (ANALYSIS) ger (ETHUDK)000013210 ethudk UNGLEICHUNGEN (ANALYSIS) ger (ETHUDK)000013225 ethudk Online-Ressource gnd-carrier u HARMONISCHE FUNKTIONEN (ANALYSIS) ger 517.57 nebis E1 u LIE-GRUPPEN (ALGEBRA) ger 512.81 nebis E1 u SEHZENTRUM + VISUELLER CORTEX (NEUROLOGIE) ger 612.825.5*1 nebis E1 u MODELLRECHNUNG UND SIMULATION IN DER NEUROLOGIE ger 612.8.001.1.001.573 nebis E1 u SINGULÄRE INTEGRALE (ANALYSIS) ger 517.518.13 nebis E1 u UNGLEICHUNGEN (ANALYSIS) ger 517.518.28 nebis E1 u HARMONIC FUNCTIONS (MATHEMATICAL ANALYSIS) eng 517.57 nebis E1 u FONCTIONS HARMONIQUES (ANALYSE MATHÉMATIQUE) fre 517.57 nebis E1 u LIE GROUPS (ALGEBRA) eng 512.81 nebis E1 u GROUPES DE LIE (ALGÈBRE) fre 512.81 nebis E1 u VISUAL CORTEX (NEUROLOGY) eng 612.825.5*1 nebis E1 u CORTEX VISUEL + CENTRE VISUEL DU CERVEAU (NEUROLOGIE) fre 612.825.5*1 nebis E1 u MODÈLES ET SIMULATIONS MATHÉMATIQUES EN NEUROLOGIE fre 612.8.001.1.001.573 nebis E1 u MATHEMATICAL MODELING AND SIMULATION IN NEUROLOGY eng 612.8.001.1.001.573 nebis E1 u INTÉGRALES SINGULIÈRES (ANALYSE MATHÉMATIQUE) fre 517.518.13 nebis E1 u SINGULAR INTEGRALS (MATHEMATICAL ANALYSIS) eng 517.518.13 nebis E1 u INEQUALITIES (MATHEMATICAL ANALYSIS) eng 517.518.28 nebis E1 u INÉGALITÉS (ANALYSE MATHÉMATIQUE) fre 517.518.28 nebis E1 Grafakos Loukas author Pérez Carlos author Sarti Alessandro author Zhong Xiao author SpringerLink (Online service) Printed edition 9783034804073 https://link.springer.com/10.1007/978-3-0348-0408-0 Uni Basel: Volltext https://link.springer.com/10.1007/978-3-0348-0408-0 Uni Bern: Volltext BK020053 XK020053 XK020000 Springer Mathematics and Statistics eBooks 2015 English/International E-Books von 360MarcUpdates Mathematics and Statistics (Springer-11649) nebis ER Update201506 idsuzh U2 EText nebis ED noselfmerge ids I mt SzZuIDS BS/BE NEBIS E30 E30 EL IDSBB A100 A100 100FM UBH Kt 22887 NELA1001605 / g/2016/L80115 IDSBB A216 A216 MAG MAT 42 CI CITTI NELA2161702 IDSBB A145 A145 145VT https://link.springer.com/10.1007/978-3-0348-0408-0 IDSBB B405 B405 405VT https://link.springer.com/10.1007/978-3-0348-0408-0 IDSBB 100 1- Citti Giovanna author IDSBB 490 1- Advanced Courses in Mathematics - CRM Barcelona 2297-0304 IDSBB 700 1- Grafakos Loukas author IDSBB 700 1- Pérez Carlos author IDSBB 700 1- Sarti Alessandro author IDSBB 700 1- Zhong Xiao author IDSBB 710 2- SpringerLink (Online service) IDSBB 776 08 Printed edition 9783034804073 IDSBB 856 40 https://link.springer.com/10.1007/978-3-0348-0408-0 Uni Basel: Volltext IDSBB 856 40 https://link.springer.com/10.1007/978-3-0348-0408-0 Uni Bern: Volltext IDSBB 100 1- Citti Giovanna (DE-588)1048208192 Verfasser aut IDSBB 490 0- Advanced courses in mathematics CRM Barcelona IDSBB 700 1- Mateu Joan Herausgeber edt IDSBB 856 40 SpringerLink http://dx.doi.org/10.1007/978-3-0348-0408-0 NEBIS 100 1- Citti Giovanna Verfasser aut NEBIS 490 0- Advanced courses in mathematics - CRM Barcelona NEBIS 700 1- Grafakos Loukas NEBIS 700 1- Pérez Carlos NEBIS 700 1- Sarti Alessandro NEBIS 700 1- Zhong Xiao NEBIS 856 -- https://link.springer.com/book/10.1007%2F978-3-0348-0408-0 BE-EXWI: Onlinezugriff via World Wide Web E30 IDSBB DSV51 DSV01 A100 http://www.ub.unibas.ch/tox/IDSBB/006502097/PDF pdf VIEW Inhaltsverzeichnis