Predicting critical transitions in assortative spin-shifting networks

Methods to forecast critical transitions, i.e. abrupt changes in systems' equilibrium states have relevance in scientific fields such as ecology, seismology, finance and medicine among others. So far, the bulk of investigations on forecasting methods builds on equation-based modeling methods, w...

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Published in:PloS one 2023-02, Vol.18 (2), p.e0275183-e0275183
Main Authors: Füllsack, Manfred, Reisinger, Daniel, Adam, Raven, Kapeller, Marie, Jäger, Georg
Format: Article
Language:English
Subjects:
Biology and Life Sciences
Computer and Information Sciences
Earth Sciences
Ecology
Equilibrium
Forecasting
Free energy
Influence
Mathematical models
Medicine
Neighborhoods
Phase transitions
Physical Sciences
Seismology
Skewness
Social Sciences
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description Methods to forecast critical transitions, i.e. abrupt changes in systems' equilibrium states have relevance in scientific fields such as ecology, seismology, finance and medicine among others. So far, the bulk of investigations on forecasting methods builds on equation-based modeling methods, which consider system states as aggregates and thus do not account for the different connection strengths in each part of the system. This seems inadequate against the background of studies that insinuate that critical transitions can originate in sparsely connected parts of systems. Here we use agent-based spin-shifting models with assortative network representations to distinguish different interaction densities. Our investigations confirm that signals of imminent critical transitions can indeed be detected significantly earlier in network parts with low link degrees. We discuss the reason for this circumstance on the basis of the free energy principle.
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subjects Biology and Life Sciences
Computer and Information Sciences
Earth Sciences
Ecology
Equilibrium
Forecasting
Free energy
Influence
Mathematical models
Medicine
Neighborhoods
Phase transitions
Physical Sciences
Seismology
Skewness
Social Sciences
title Predicting critical transitions in assortative spin-shifting networks
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