38 ms·
A system without at least some noise is effectively impossible. A system of this complexity is bound to have quite a lot of noise to contend with.
by randomdata 2y ago
A system without at least some noise is effectively impossible. A system of this complexity is bound to have quite a lot of noise to contend with.
- tempfile 2y agoNeither grow nor shrink on average - it's quite possible for a noisy system to be stable.
- randomdata 2y agoBy that token, as far as we know the system has always been stable, only that not enough datapoints to overcome the noise have been observed yet. What we are observing being anything other than noise is highly unlikely.