Spectrogram approximation.
$begingroup$
Say we have a discrete signal S, we derive another one, which is four-times the length S_hat = INTERPOLATE(S, mode = "linear") and we have STFT = short time fourier transformation(filter length = 512, hop = 32).
len(S) = n
len(S_hat) = 4*n
What is the best approximation of STFT(S_hat) we can get from only STFT(S)?
fourier-transform
$endgroup$
add a comment |
$begingroup$
Say we have a discrete signal S, we derive another one, which is four-times the length S_hat = INTERPOLATE(S, mode = "linear") and we have STFT = short time fourier transformation(filter length = 512, hop = 32).
len(S) = n
len(S_hat) = 4*n
What is the best approximation of STFT(S_hat) we can get from only STFT(S)?
fourier-transform
$endgroup$
add a comment |
$begingroup$
Say we have a discrete signal S, we derive another one, which is four-times the length S_hat = INTERPOLATE(S, mode = "linear") and we have STFT = short time fourier transformation(filter length = 512, hop = 32).
len(S) = n
len(S_hat) = 4*n
What is the best approximation of STFT(S_hat) we can get from only STFT(S)?
fourier-transform
$endgroup$
Say we have a discrete signal S, we derive another one, which is four-times the length S_hat = INTERPOLATE(S, mode = "linear") and we have STFT = short time fourier transformation(filter length = 512, hop = 32).
len(S) = n
len(S_hat) = 4*n
What is the best approximation of STFT(S_hat) we can get from only STFT(S)?
fourier-transform
fourier-transform
asked Dec 14 '18 at 15:37
KruegerKrueger
1011
1011
add a comment |
add a comment |
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