Complex Analysis, Operators, and Related Topics: The S. A. Vinogradov Memorial VolumeVictor P. Havin, Nikolai K. Nikolski Birkhäuser, 2012 M12 6 - 408 páginas This volume is devoted to some topical problems and various applications of operator theory and its interplay with modern complex analysis. 30 carefully selected surveys and research papers are united by the "operator theoretic ideology" and systematic use of modern function theoretical techniques. |
Contenido
List of publications of S A Vinogradov | 19 |
A B Aleksandrov | 45 |
Dyakonov | 64 |
E Dynkin | 77 |
E Gladkova Shtern | 95 |
J P Kahane | 116 |
Kislyakov | 135 |
P Koosis | 162 |
E Malinnikova | 213 |
Nazarov | 239 |
Oleinik | 268 |
Peller | 286 |
Putinar H S Shapiro | 303 |
F A Shamoyan E N Shubabko | 331 |
N A Shirokov | 349 |
Solomyak | 371 |
Otras ediciones - Ver todas
Complex Analysis, Operators, and Related Topics: The S.A. Vinogradov ... Victor P. Havin Vista previa limitada - 2000 |
Complex Analysis, Operators, and Related Topics Victor P Havin,Nikolai K Nikolski Sin vista previa disponible - 2000 |
Complex Analysis, Operators, and Related Topics: The S. A. Vinogradov ... Victor P. Havin,Nikolai K. Nikolski Sin vista previa disponible - 2012 |
Términos y frases comunes
2000 Birkhäuser Verlag Advances and Applications AL²(N analysis analytic functions apply approximation Banach Bergman space Besov space Birkhäuser Verlag Basel/Switzerland Blaschke product bounded Carleson measure coefficients completely regular condition constant convergence Corollary defined denote embedding theorem English transl equivalent estimate exists finite formula Fourier free interpolation Friedrichs operator function ƒ functions analytic Hardy space harmonic Hilbert spaces Hölder implies inequality inner function integral Lebesgue measure Lemma Leningrad linear LOMI Mathematics matrix multifractal analysis multiplication norm obtain orthogonal polynomial positive problem proof of Theorem properties Proposition prove quadrature domains rational functions reproducing kernels result Russian S. A. Vinogradov satisfies selfadjoint sequence Sh(w singular stationary processes Steklov subset subspaces Theorem 4.1 theory Toeplitz operator variable vector zeros