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有界解析函数(修订版)(英文版) [Bounded Analytic Functions] pdf epub mobi txt 电子书 下载 2024

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有界解析函数(修订版)(英文版) [Bounded Analytic Functions]

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发表于2024-03-29

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出版社: 世界图书出版公司
ISBN:9787510005466
版次:1
商品编码:10104518
包装:平装
外文名称:Bounded Analytic Functions
开本:24开
出版时间:2010-01-01
用纸:胶版纸
页数:459
正文语种:英语

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有界解析函数(修订版)(英文版) [Bounded Analytic Functions] epub 下载 mobi 下载 pdf 下载 txt 电子书 下载 2024

有界解析函数(修订版)(英文版) [Bounded Analytic Functions] pdf epub mobi txt 电子书 下载



具体描述

内容简介

  This edition of Bounded Analytic Functions is the same as the first edition exceptfor the corrections of several mathematical and typographical errors. I thank themany colleagues and students who have pointed out errors in the first edition.These include S. Axler, C. Bishop, A. Carbery, K. Dyakonov, J. Handy, V. Havin, H.Hunziker, E Koosis, D. Lubinsky, D. Marshall, R. Mortini, A. Nicolau, M. ONeill,W. Rudin, D. Sarason, D. Suarez, C. Sundberg, C. Thiele, S. Treil, L Uriarte-Tuero,J. Vaisali, N. Varopoulos, and L. Ward.

内页插图

目录

Preface
List of Symbols
Ⅰ. PRELIMINARIES
Schwarzs Lemma
Picks Theorem
Poisson Integrals
Hardy-Littlewood Maximal Function
Nontangential Maximal Function and Fatous Theorem
Subharmonic Functions
Notes
Exercises and Further Results

Ⅱ. Hp SPACES
Definitions
Blaschke Products
Maximal Functions and Boundary Values
(1/π) f(log |f(t)l/(1 + t2))dt > - ∞
The Nevanlinna Class
Inner Functions
Beurlings Theorem
Notes
Exercises and Further Results

Ⅲ. CONJUGATE FUNCTIONS
Preliminaries
The Lp Theorems
Conjugate Functions and Maximal Functions
Notes
Exercises and Further Results

Ⅳ. SOME EXTREMAL PROBLEMS
Dual Extremal Problems
The Carleson-Jacobs Theorem
The Helson-Szeg6 Theorem
Interpolating Functions of Constant Modulus
Parametrization of K
Nevanlinnas Proof
Notes
Exercises and Further Results

Ⅴ. SOME UNIFORM ALGEBRA
Maximal Ideal Spaces
Inner Functions
Analytic Discs in Fibers
Representing Measures and Orthogonal Measures
The Space Ll/Hd
Notes
Exercises and Further Results

Ⅵ. BOUNDED MEAN OSCILLATION
Preliminaries
The John-Nirenberg Theorem
Littlewood-Paley Integrals and Carleson Measures
Feffermans Duality Theorem
Vanishing Mean Oscillation
Weighted Norm Inequalities
Notes
Exercises and Further Results

Ⅶ. INTERPOLATING SEQUENCES
Carlesons Interpolation Theorem
The Linear Operator of Interpolation
Generations
Harmonic Interpolation
Earls Elementary Proof
Notes
Exercises and Further Results

Ⅷ. THE CORONA CONSTRUCTION
Inhomogeneous Cauchy-Riemann Equations
The Corona Theorem
Two Theorems on Minimum Modulus
Interpolating Blaschke Products
Carlesons Construction
Gradients of Bounded Harmonic Functions
A Constructive Solution of
Notes
Exercises and Further Results

Ⅸ. DOUGLAS ALGEBRAS
The Douglas Problem
Hoo + C
The Chang-Marshall Theorem
The Structure of Douglas Algebras
The Local Fatou Theorem and an Application
Notes
Exercises and Further Results

Ⅹ. INTERPOLATING SEQUENCES AND MAXIMAL IDEALS
Analytic Discs in 99l
Hoffmans Theorem
Approximate Dependence between Kernels
Interpolating Sequences and Harmonic Separation
A Constructive Douglas-Rudin Theorem
Notes
Exercises and Further Results
BIBLIOGRAPHY
INDEX

前言/序言

  This edition of Bounded Analytic Functions is the same as the first edition exceptfor the corrections of several mathematical and typographical errors. I thank themany colleagues and students who have pointed out errors in the first edition.These include S. Axler, C. Bishop, A. Carbery, K. Dyakonov, J. Handy, V. Havin, H.Hunziker, E Koosis, D. Lubinsky, D. Marshall, R. Mortini, A. Nicolau, M. ONeill,W. Rudin, D. Sarason, D. Suarez, C. Sundberg, C. Thiele, S. Treil, L Uriarte-Tuero,J. Vaisali, N. Varopoulos, and L. Ward.
  I had planned to prepare a second edition with an updated bibliography and anappendix on results new in the field since 1981, but that work has been postponed fortoo long. In the meantime several excellent related books have appeared, includingM. Andersson, Topics in Complex Analysis; G. David and S. Semmes, SingularIntegrals and Rectifiable Sets in Rn and Analysis of and on Uniformly Rectifi-able Sets; S. Fischer, Function theory on planar domains; P. Koosis, Introductionto Hp spaces, Second edition; N. Nikolski, Operators, Functions, and Systems;K. Seip, Interpolation and Sampling in Spaces of Analytic Functions; and B. Simon,Orthogonal Polynomials on the Unit Circle.

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