Description
Condition
LIKE NEW: This book is in excellent, like-new condition. It is printed on acid-free paper.
Product Details
From the back cover: “This book is about classical harmonic analysis—it is a textbook suitable for students as well as an essay and general reference suitable for engineers, mathematicians, physicists, and others who use harmonic analysis.
“Features
- Systematic treatment of classical harmonic analysis
- Hundreds of exercises, from elementary to difficult, from theoretical to computational
- Applications intrinsically related to the theoretical developments
- Material suitable for an upper level undergraduate course
- Careful proofs of basic theorems
- Expositions and perspectives on many topics
- Historical comments.”
BRIEF CONTENTS
- Preface
- Prologue I—Course I
- Prologue II—Fourier transforms, Fourier series, and Discrete Fourier Transforms
- 1. Fourier Transforms
- 2. Measures and Distribution Theory
- 3. Fourier Series
- A. Real Analysis
- B. Functional Analysis
- C. Fourier Analysis Formulas
- D. Contributors to Fourier Analysis
- Bibliography
- Index of Notation
- Index of Names
- Index