Okay, an updated idea. Represent the signal as a sum of time-shifted box
functions of random amplitudes and durations. We assume that the sum is
finite and then we can take the limit (if the values approach the
infinity as the result, we can normalize them according to the length of
the signal)
On 06-Nov-15 11:03, Vadim Zavalishin wrote:
Apologies if this question has already been answered, I didn't read the
entire thread, just wanted to share the following idea off the top of my
head FWIW.
Oops, nevermind, I didn't realize that the SnH period is also random in
the original question.
Apologies if this question has already been answered, I didn't read the
entire thread, just wanted to share the following idea off the top of my
head FWIW.
Consider a random PCM signal whose period is equal to the SnH period.
This is the same as discrete-time noise and, if I'm not mistaken, gi
