I am looking for a reference that can help me improve my ability to compute complex Fourier Transforms. Is there something like a "Big Book on Fourier Transforms" that has a large number of different typical types of Fourier transforms, worked out examples of how to compute them, and exercises with solutions?
Ideally, something along the lines of Integration for Calculus, Analysis, and Differential Equations Techniques, Examples, and Exercises: https://www.worldscientific.com/worldscibooks/10.1142/11035
Note: I have seen Further studies on Fourier Series and Integrals.. But I am really looking for more of a reference regarding integration techniques useful for/applied to computing Fourier transforms.