Two radix-2 families of fast Fourier transform (FFT)
algorithms that have the property that both inputs and outputs
are addressed in natural order are derived in this letter. The algorithms
obtained have the same complexity that Cooley–Tukey
radix-2 algorithms but avoid the bit-reversal ordering applied to
the input. These ...»»»»
Two radix-2 families of fast Fourier transform (FFT)
algorithms that have the property that both inputs and outputs
are addressed in natural order are derived in this letter. The algorithms
obtained have the same complexity that Cooley–Tukey
radix-2 algorithms but avoid the bit-reversal ordering applied to
the input. These algorithms can be thought as a variation of the
radix-2 Cooley–Tukey ones.^^^^
Tipo de documento:
Conferencia
Derechos:
(c) IEEE
Tots els drets reservats
Citación Bibliográfica:
Martí-Puig, P. (2009). Two families of radix-2 FFT algorithms with ordered input and output data. IEEE Signal Processing Letters, 16(1-3), 65-68. doi:10.1109/LSP.2008.2003993