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Abstract: Generalized FFTs are efficient algorithms for computing a Fourier transform of a function defined on finite group, or a bandlimited function defined on a compact group. The development of such algorithms has been accompanied and motivated by a growing number of both potential and realized applications. This paper will attempt to survey some of these applications. Appendices include some more detailed examples.

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   Daniel N. Rockmore, "Some Applications of Generalized FFTs." Dartmouth Computer Science Technical Report PCS-TR96-282, July 1996.

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