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FT AS AN INVERTIBLE
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Table of Contents
Discrete Fourier transform
1
FT AS AN INVERTIBLE MATRIX
The Nyquist frequency
Laying out a mesh
The comb function
Undersampled field data
INVERTIBLE SLOW FT PROGRAM
The slow FT code
Truncation problems
FT by Z-transform
SYMMETRIES
Plot interpretation
Convolution in the frequency domain
SETTING UP THE FAST FOURIER TRANSFORM
Shifted spectra
TWO-DIMENSIONAL FT
Basics of two-dimensional Fourier transform
Signs in Fourier transforms
Examples of 2-D FT
HOW FAST FOURIER TRANSFORM WORKS
References
Stanford Exploration Project
10/21/1998
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