Dumb question # nnn ;} :?
I recently asked about 'reconstituting' a signal which was l-o-n-g
compared to window and was lead to links which showed me the 'obvious'.
Overlap inverse of forward fft by "small" time step.
[ I'm taking *EXTREME* liberties with terminology ;]
I'm also interested in a inverse ( obverse ? ) problem.
Assume a constraint that a forward/inverse FFT be limited to nK points.
Assume also that frequencies of interest span octaves/decades.
For the sake of 'argument' assume:
signal lasts >>> hours
window = 100 msec
I understand that I can do appropriate manipulations in frequency
domain if I do the 'inverse' transform at least every 50 msec.
How to approach the problem if there is also significant data at a
rate < or <<<< than .1 second?
[ My universe of discourse favors text-to-speech and speech-recognition ;]
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