In stochastic systems with non-diagonal noise and switching environments, mutual information includes irreducible static and dynamic interference terms that prevent simple decomposition.
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In a seasonally forced Lotka-Volterra model, parametric resonance generates chaos that preserves spatiotemporal structure against diffusion, potentially enhancing ecological resilience.
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Emergence of information interference in stochastic systems with non-diagonal noise and switching environments
In stochastic systems with non-diagonal noise and switching environments, mutual information includes irreducible static and dynamic interference terms that prevent simple decomposition.
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Parametric resonance, chaos and spatial structure in the Lotka-Volterra model
In a seasonally forced Lotka-Volterra model, parametric resonance generates chaos that preserves spatiotemporal structure against diffusion, potentially enhancing ecological resilience.