High speed DFT's using residue numbers
Chao Huang, Fred J. Taylor · 2005
Four DFT's, namely the radix 2 and 4, Good-Winograd Fourier transform, and general-N Winograd transforms have been architected using the residue number system. The structure of these architectures, in light of the high degree of parallelism allowed by residue arithmetic, are critically compared. Scaling overheads are computed for residue based systems. Overhead factor of 3, 4.5, 5, and 10 were computed for radix 2, radix 4 FFT's, GWFTA, and NWFTA respectively. The effect of these overhead burdens are discussed and analyzed.