A First Course in Fourier Analysis
David W. Kammler
David W. Kammler
Table of Contents
Chapter 1 Fourier’s representation for functions on R,Tp,Z,and PN
Chapter 2 Convolution of functions on R, Tp , Z, and PN
Chapter 3 The calculus for finding Fourier transforms of functions on R
Chapter 4 The calculus for finding Fourier transforms of functions on Tp , Z, and PN
Chapter 5 Operator identities associated with Fourier analysis
Chapter 6 The fast Fourier transform
Chapter 7 Generalized functions on R
Chapter 8 Sampling
Chapter 9 Partial differential equations
Chapter 10 Wavelets
Chapter 11 Musical tones
Chapter 12 Probability
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