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MENTAL MODEL · M5930

Absorbing State Phase Transition

Absorbing State Phase Transition
SystemsmediumSystems Theory
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Updated 2026-08-09

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INTRODUCTION

English translation pending.

CORE DEFINITION

An absorbing state phase transition describes a system that contains a state, such as extinction of a disease or a species, that once entered can never be left. The core claim is that when the spreading rate falls below a critical threshold the system necessarily falls into the absorbing state, while above it the system remains active indefinitely. The qualification is that this sharp threshold is a property of the infinite-system limit, so finite systems show fluctuations around it.

SCAFFOLDING EFFECT

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- Irreversible Endpoint: In a startup or a gamble, bankruptcy is the absorbing state, and avoiding it outranks every other goal. - Stay Active: As long as the system remains active there is still a chance to recover, so survival comes first. - Permanent Exit: Crossing into the absorbing state ends the game permanently, which is why risk rules are written to prevent it.

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The system has an absorbing state with no exit, so the density of the active phase changes abruptly as a control parameter crosses a critical value. Below the threshold the active phase decays to nothing, and above it activity persists, as in percolation and epidemic spreading thresholds.

MINIMUM ACTION

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Source support: Explicit

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    en.wikipedia.orghttps://en.wikipedia.org/wiki/Directed_percolationZH · Explicit
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