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Colloquium PaperSelf-organized complexity in the physical biological and social sciences: Self-organization the cascade model and natural hazards

机译:讨论会论文物理生物学和社会科学中的自组织复杂性:自组织级联模型和自然灾害

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摘要

We consider the frequency-size statistics of two natural hazards, forest fires and landslides. Both appear to satisfy power-law (fractal) distributions to a good approximation under a wide variety of conditions. Two simple cellular-automata models have been proposed as analogs for this observed behavior, the forest fire model for forest fires and the sand pile model for landslides. The behavior of these models can be understood in terms of a self-similar inverse cascade. For the forest fire model the cascade consists of the coalescence of clusters of trees; for the sand pile model the cascade consists of the coalescence of metastable regions.
机译:我们考虑两种自然灾害(森林火灾和滑坡)的频率大小统计。在各种各样的条件下,两者似乎都可以很好地满足幂律(分形)分布。对于这种观察到的行为,已经提出了两个简单的元胞自动机模型作为类似物,用于森林火灾的森林火灾模型和用于滑坡的沙堆模型。这些模型的行为可以通过自相似逆级联来理解。对于森林火灾模型,级联由树木簇的合并组成。对于砂桩模型,级联由亚稳区域的合并组成。

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