CONTENTS
13.1 Fourier Series of a Periodic Signal
13.2 Complex Numbers and Waves
13.3 Exponential Fourier Series
13.5 Continuous Fourier Transform
13.6 Continuous Fourier Transform Properties*
13.7 Discrete Fourier Transform
A single number has more genuine and permanent value than an expensive library full of hypotheses.
Robert J. Mayer, c. 1840.
You have to be odd to be number one.
attributed to Theodor Geisel (Dr. Seuss), late 1900s.
13.1 Fourier Series of a Periodic Signal
Before considering the Fourier series, ...
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