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- long FFTInit(long *fftMptr, long fftN, float *Utbl);
- /* Compute cosine table and check size for complex ffts */
- /* INPUTS */
- /* fftN = size of fft */
- /* OUTPUTS */
- /* *fftMptr = log2 of fft size */
- /* *Utbl = cosine table with fftN/4 + 1 entries (angles = 0 to pi/2 inclusive) */
- /* RETURNS */
- /* 1 if fftN is invalid, 0 otherwise */
-
- long rFFTInit(long *fftMptr, long fftN, float *Utbl);
- /* Compute cosine table and check size for a real input fft */
- /* INPUTS */
- /* fftN = size of fft */
- /* OUTPUTS */
- /* *fftMptr = log2 of fft size */
- /* *Utbl = cosine table with fftN/4 + 1 entries (angles = 0 to pi/2 inclusive) */
- /* RETURNS */
- /* 1 if fftN is invalid, 0 otherwise */
-
- void ffts(float *ioptr, long M, long Rows, float *Utbl);
- /* Compute complex fft on the rows of the input array */
- /* INPUTS */
- /* M = log2 of fft size */
- /* *ioptr = input data array */
- /* *Utbl = cosine table */
- /* Rows = number of rows in ioptr array (use Rows of 1 if ioptr is a 1 dimensional array) */
- /* OUTPUTS */
- /* *ioptr = output data array */
-
- void iffts(float *ioptr, long M, long Rows, float *Utbl);
- /* Compute inverse complex fft on the rows of the input array */
- /* INPUTS */
- /* M = log2 of fft size */
- /* *ioptr = input data array */
- /* *Utbl = cosine table */
- /* Rows = number of rows in ioptr array (use Rows of 1 if ioptr is a 1 dimensional array) */
- /* OUTPUTS */
- /* *ioptr = output data array */
-
- void rffts(float *ioptr, long M, long Rows, float *Utbl);
- /* Compute real fft on the rows of the input array */
- /* INPUTS */
- /* M = log2 of fft size */
- /* *ioptr = input data array */
- /* *Utbl = cosine table */
- /* Rows = number of rows in ioptr array (use Rows of 1 if ioptr is a 1 dimensional array) */
- /* OUTPUTS */
- /* *ioptr = output data array */
-