Lectures on Fourier Integrals. (AM-42)

*Frontmatter, pg. i*CONTENTS, pg. vii*CHAPTER I. BASIC PROPERTIES OF TRIGONOMETRIC INTEGRALS, pg. 1*CHAPTER II. REPRESENTATION - AND SUM FORMULAS, pg. 23*CHAPTER III. THE FOURIER INTEGRAL THEOREM, pg. 46*CHAPTER IV. STIELTJES INTEGRALS, pg. 78*CHAPTER V. OPERATIONS WITH FUNCTIONS OF THE CLASS FO, pg. 104*CHAPTER VI. GENERALIZED TRIGONOMETRIC INTEGRALS, pg. 138*CHAPTER VII. ANALYTIC AND HARMONIC FUNCTIONS, pg. 182*CHAPTER VIII. QUADRATIC INTEGRABILITV, pg. 214*CHAPTER IX. FUNCTIONS OF SEVERAL VARIABLES, pg. 231*APPENDIX, pg. 264*REMARKS - QUOTATIONS, pg. 281*MONOTONIC FUNCTIONS, STIELTJES INTEGRALS AND HARMONIC ANALYSIS, pg. 292*SYMBOLS, pg. 332