Table of Contents:
  • Includes bibliographical references (pages 379-387) and index
  • Front Cover; Real Variable Methods in Fourier Analysis; Copyright Page; DEDICATION; PREFACE; TABLE OF CONTENTS; CHAPTER 1. POINTWISE CONVERGENCE OF A SEQUENCE OF OPERATORS; CHAPTER 2. FINITENESS A.E. AND THE TYPE OF THE MAXIMAL OPERATOR; CHAPTER 3. GENERAL TECHNIQUES FOR THE STUDY OF THE MAXIMAL OPERATOR; CHAPTER 4. ESPECIAL TECHNIQUES FOR CONVOLUTION OPERATORS; CHAPTER 5. ESPECIAL TECHNIQUES FOR THE TYPE (2,2); CHAPTER 6. COVERINGS, THE HARDY-LITTLEWOOD MAXIMAL OPERATOR AND DIFFERENTIATION. SOME GENERAL THEOREMS; CHAPTER 7. THE BASIS OF INTERVALS; CHAPTER 8. THE BASIS OF RECTANGLES.