Persistence (Metastable State Property)

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Persistence

Persistence is the ontic property of a system occupying a region of effective state space such that transitions out of that region are statistically suppressed over time relative to characteristic noise.

A state is persistent when, under fixed driving and noise statistics, its expected dwell time exceeds the timescale of typical fluctuations. Persistence is a property of system dynamics, not of observation or description.

Persistence does not require permanence. It requires metastability.

Through this role, persistence:


Ontic core

Ontically, persistence exists when:

Persistence is therefore a dynamical property measurable via escape rates, lifetimes, and response statistics.


Relation to distinction

Persistence is a necessary condition for distinction.

Transient differences may occur freely through fluctuation.
A distinction exists only when a difference persists long enough to condition future dynamics.

Without persistence, differences do not accumulate.
With persistence, system history becomes causally relevant.


Relation to time

Persistence introduces an asymmetry between past and future:

Time does not cause persistence.
Persistence makes time observable.


Distillation

What does not persist cannot inform the future.


Why it matters


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Used in molecules


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