Fourier Analysis and Noise

I will expand this later, but the basic idea of time seems to be similar to a Fourier analysis. This would come from Bergson and Husserl, both of whom were mathematicians, as well as from Poincare and Einstein.

Each incident is an event at a point of space-time. An incident is defined by the cohesion of a certain set of states at a certain point.

A space-time event sents out waves through the fabric of space-time.

The snapshot of any moment is the sum of these prior wave functions. Apparent stability is a product of wave functions, a temporary “standing wave”.
https://en.wikipedia.org/wiki/Fourier_analysis

This is where the term “non-localizable” comes from, for example.

Because space-time events emerge from a sum of waves, it creates some issues for questions of generality and particularity.

Namely, the problem of noise arises inevitaly for any stable construction — stability and noise are two aspects of the same process

https://www.wbur.org/onpoint/2024/03/30/archive-and-in-the-news-noise-hinders-human-judgement