1 | Here of course vector size N = 2d |
2 | For DIT, the first step, manipulates (in "butterfly fashion"), the lowest component m0 for time and creates the highest binary digit kd-1 for frequency domain. |
3 | Note that most FFT implementation overwrite f[m] by its FFT GN(k,f) as they go along |
4 | This implies that we start with f(m) where m labeled like |
5 | And end with that start of a recursive FFT labeled like: |
6 | Note characteristic bit reversal in storage of GN(k,f) |
7 | "Wrong End" |