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    Author(s): J.C. Sprott; Janine Bolliger; David J. Mladenoff
    Date: 2002
    Source: Physics Letters A 297:267-271
    Publication Series: Scientific Journal (JRNL)
    Station: North Central Research Station
    PDF: Download Publication  (549.24 KB)


    A simple cellular automaton replicates the fractal pattern of a natural forest landscape and predicts its evolution. Spatial distributions and temporal fluctuations in global quantities show power-law spectra, implying scale-invariance, characteristic of self-organized criticality. The evolution toward the SOC state and the robustness of that state to perturbations are described.

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    Sprott, J.C.; Bolliger, Janine; Mladenoff, David J. 2002. Self-organized criticality in forest-landscape evolution. Physics Letters A 297:267-271


    Complexity, Self-organized criticality, Chaos, Cellular automata, Power laws

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