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Scale-free avalanches in the multifractal random walk

机译:多重分形随机游动中的无鳞雪崩

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摘要

Avalanches, or Avalanche-like, events are often observed in the dynamical behaviour of many complex systems which span from solar flaring to the Earth's crust dynamics and from traffic flows to financial markets. Self-organized criticality (SOC) is one of the most popular theories able to explain this intermittent charge/discharge behaviour. Despite a large amount of theoretical work, empirical tests for SOC are still in their infancy. In the present paper we address the common problem of revealing SOC from a simple time series without having much information about the underlying system. As a working example we use a modified version of the multifractal random walk originally proposed as a model for the stock market dynamics. The study reveals, despite the lack of the typical ingredients of SOC, an avalanche-like dynamics similar to that of many physical systems. While, on one hand, the results confirm the relevance of cascade models in representing turbulent-like phenomena, on the other, they also raise the question about the current state of reliability of SOC inference from time series analysis.
机译:通常在许多复杂系统的动力学行为中都观察到雪崩事件,从太阳耀斑到地壳动力学,再到交通流向金融市场。自组织临界度(SOC)是能够解释这种间歇性充电/放电行为的最流行理论之一。尽管进行了大量的理论工作,但SOC的经验测试仍处于起步阶段。在本文中,我们解决了一个常见的问题,即从一个简单的时间序列中揭示SOC,而没有太多有关底层系统的信息。作为工作示例,我们使用最初建议作为股市动态模型的多重分形随机游动的修改版本。该研究表明,尽管缺乏SOC的典型成分,但类似于许多物理系统的雪崩般的动力学。一方面,结果证实了级联模型在表示类似湍流现象方面的相关性,另一方面,它们也提出了关于时间序列分析中SOC推断的可靠性现状的问题。

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