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FFT
| Fast Fourier Transforms
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Information, Links, Subroutines and information about FFTs.
Submitted Apr 17, 1999
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| [FREESW]FFTW Home Page
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FFTW is a C subroutine library for computing the Discrete Fourier Transform (DFT) in one or more dimensions, of both real and complex data, and of arbitrary input size. We believe that FFTW, which is free software, should become the FFT library of choice for most applications. Our benchmarks, performed on on a variety of platforms, show that FFTW's performance is typically superior to that of other publicly available FFT software. Moreover, FFTW's performance is
portable: the program will perform well on most architectures without modification.
Submitted Jun 20, 1999
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(3 Ratings)
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| MIXFFT
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C-source for a very fast arbitrary N FFT routine as well as a benchmark program demonstrating the numerical capabilities of the routine.
Submitted Nov 21, 1999
Updated Dec 23, 1999
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Total Visits: 578
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| The FXT Page
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This page includes FFT code and related stuff. Among other things is the FXT library, which is a library containing C++ code for: FFT's, FHT's (FAST HARTLEY TRANSFORMS), NNT's (NUMBER THEORETIC TRANSFORMS), and more...
Submitted Jan 18, 1999
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| FFT & FXT codes and related stuff
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This ffxt page provides the FXT package, an amorphous FFT bucket, FFT intro and a remarks section. Source codes are available.
Submitted Nov 06, 1999
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Total Visits: 289
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| Prime Factor FFT Data Sheet
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Fast Fourier Transform (FFT) Analysis Subroutine Library for Windows and DOS.
Submitted Feb 12, 1998
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Total Visits: 202
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| The benchFFT Home Page
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benchFFT is program to benchmark FFT software, developed by Matteo Frigo and Steven G. Johnson at MIT. The benchmark incorporates a large number of publicly-available FFT
implementations, both in C and in Fortran, and measures their performance and accuracy over a wide range of transform sizes. It benchmarks both real and complex transforms in one, two, and three dimensions.
Submitted Jun 30, 1999
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| djbfft
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Djbfft provides power-of-2 complex FFTs, real FFTs at twice the speed, and fast
multiplication of complex arrays. Single precision and double precision are equally supported.
Submitted Nov 06, 1999
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Total Visits: 172
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| Green
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This is archived version of a routine that performs C FFT by John Green. Only works for powers of two. Includes real-complex and multi-dimensional transforms.
Submitted Nov 21, 1999
Updated Dec 13, 1999
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Total Visits: 172
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