Distributions and their Applications in Physics

✍ Scribed by F. Constantinescu, J. E. G. Farina and G. H. Fullerton (Auth.)

• Publisher: Pergamon Press
• Year: 1980
• Tongue: English
• Leaves: 153
• Edition: 1st
• Category: Library

✦ Table of Contents

Content:
Other Pergamon Titles of Interest, Page ii
Front Matter, Page iii
Copyright, Page iv
Foreword, Page ix
Editor's Note, Page x
CHAPTER 1 - Normed and Countably-normed Spaces, Pages 1-23
CHAPTER 2 - Test Function Spaces, Pages 24-30
CHAPTER 3 - Distribution Spaces, Pages 31-33
CHAPTER 4 - Local Properties of Distributions, Pages 34-39
CHAPTER 5 - Simple Examples of Distributions, Pages 40-42
CHAPTER 6 - Operations on Distributions, Pages 43-48
CHAPTER 7 - Distributions with Compact Support and the General Structure of Tempered Distributions, Pages 49-55
CHAPTER 8 - Functions with Non-integrable Algebraic Singularities, Pages 56-70
CHAPTER 9 - The Tensor Product and the Convolution of Distributions, Pages 71-79
CHAPTER 10 - Fourier Transforms, Pages 80-100
CHAPTER 11 - Distributions Connected with the Light Cone, Pages 101-116
CHAPTER 12 - Hilbert Space and Distributions. Applications in Physics, Pages 117-134
Appendix - Ultradistributions, Pages 135-141
References, Pages 142-144
Index, Pages 145-146
OTHER TITLES IN THE SERIES IN NATURAL PHILOSOPHY, Pages 147-148