Any noise other than white noise is correlated, by definition. That's what
"white noise" means - uncorrelated. Correlation in the time domain is
equivalent to non-constant shape in the frequency domain.

Ethan

On Thu, Apr 14, 2016 at 12:24 PM, Seth Nickell <snick...@gmail.com> wrote:

> Maybe stupid question: Is pink noise inherently correlated or is this a
> property of the algorithms currently in use?
>
> -Seth
>
> On Thu, Apr 14, 2016 at 7:11 AM Stefan Stenzel <
> stefan.sten...@waldorfmusic.de> wrote:
>
>> Dude is called Nyquist, and noise is not generally uncorrelated. White
>> noise usually is. Pink noise is not.
>>
>>
>> > On 14 Apr 2016, at 15:12 , Theo Verelst <theo...@theover.org> wrote:
>> >
>> > HI,
>> >
>> > Talking about "perfect noise", you may want to consider these
>> theoretics:
>> >
>> > - what do you do near the Niquist frequency ? Or more practical: noise
>> that gets near the NF will probably cause strange effects in practical DACs
>> and when the digital signal is to be interpreted as "perfectly
>> re-constructable" there's probably a lot of trouble in the high frequency
>> range
>> >
>> > - "perfect noise" is also uncorrelated for most peoples' understanding,
>> which creates a problem when using filters: all FIR responses or digital
>> quasi poles and zeros you use show up as correlation at the output of the
>> noise generator.
>> >
>> > T.V.
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