Complex transients in an alternative ecosystem model.

Complex transients in an alternative ecosystem model.

<p>(A) The condition number as an ecosystem model transitions from noninvasible global stability to multistability. Settling time versus condition number for 10<sup>4</sup> random communities. (B) Caustics in the Fast Lyapunov Indicator () versus initial conditions on a two-dimensi...

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Bibliographic Details
Main Author: William Gilpin (4224847) (author)
Published: 2025
Subjects:
Evolutionary Biology
Ecology
Biological Sciences not elsewhere classified
Chemical Sciences not elsewhere classified
fast relaxation decouples
ecosystem produce difficult
dimensionality reduction methods
analogue optimization problem
long transients arise
computational complexity theory
complex optimization problems
slow solving timescales
separate timescales
conditioned problems
computational constraints
complex ecosystems
biological transients
use tools
transient chaos
results demonstrate
recent success
physically manifest
physical toll
numerical analysis
frame equilibration
evolutionary simulations
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Summary:<p>(A) The condition number as an ecosystem model transitions from noninvasible global stability to multistability. Settling time versus condition number for 10<sup>4</sup> random communities. (B) Caustics in the Fast Lyapunov Indicator () versus initial conditions on a two-dimensional slice through the <i>N</i>-dimensional space of initial species densities.</p>

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