- 1 COOLEY, J. W., AND TUKEY, J. W. An algorithm for the machine calculation of complex Fourier series. Math. Comput. 19, 90 (Apr. 1965), 297-301.Google ScholarCross Ref
- 2 SINGLETON, R. C. On computing the fast Fourier transform. Comm. ACM 10 (Oct. 1967), 647-654. Google ScholarDigital Library
- 3 SINGLETON, R. C. Algorithm 338: ALGOL procedures for the fast Fourier transform. Comm. ACM 11 (Nov. 1968), 771-774. Google ScholarDigital Library
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Algorithm 338: algol procedures for the fast Fourier transform
The following procedures are based on the Cooley-Tukey algorithm [1] for computing the finite Fourier transform of a complex data vector; the dimension of the data vector is assumed here to be a power of two. Procedure COMPLEXTRANSFORM computes either ...
Numerical Analysis: A fast fourier transform algorithm for real-valued series
A new procedure is presented for calculating the complex, discrete Fourier transform of real-valued time series. This procedure is described for an example where the number of points in the series is an integral power of two. This algorithm preserves ...
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