darrenyeats;675434 Wrote: 
> Terry,
> I am not an engineer, so perhaps I am not the best to explain.
> 
> An example of correlated noise is quantization noise. Taking as an
> example your dreaded 1kHz tone, quantization noise would add side bands
> to the 1kHz signal, yes. But it isn't these side bands that define
> correlation. By correlated, one means the noise is a deterministic
> function of the signal - or put another way, same signal in (even an
> apparently random one), exactly the same noise produced every time.
> 
> If we use this definition of correlated noise (and I do) then dithering
> randomizes the noise - it makes the noise unpredictable for a given
> input signal.
> 
> That takes care of the technical side, now to practical matters. As you
> asked, what impact would randomizing the noise have?
> 
> Here, I point to the fact that we hear music as frequencies - not
> amplitude values! To the degree a human is able to hear a signal as
> frequencies then that signal does contain enough cyclical information
> to benefit from dither. A signal beyond the help of randomized noise
> would itself sound like noise to us, I think.
> 
> Regards, Darren

I have not heard that we hear music as frequncies, not amplitude.  It
seems like both would be equally important.
Terry


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