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Numerical simulation of quasi-multifractal diffusion process

机译:准多重分形扩散过程的数值模拟

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摘要

The properties of quasi-multifractal diffusion process are discussed. A discrete model of the process is constructed, and a method is proposed for calculating the quasi-multifractal spectrum, based on statistical processing of its realizations. An analysis of multifractal properties performed by numerical simulation of the quasi-multifractal spectrum is qualitatively substantiated by examining realizations of the simulated process. The results of numerical simulations suggest that there are three distinct scaling regions. Special attention is given to comparative analyses between numerical and analytical results and between realizations of the proposed process and the well-known multifractal random walk.
机译:讨论了准多重分形扩散过程的性质。建立了该过程的离散模型,并基于其实现的统计处理,提出了一种计算准多重分形谱的方法。通过检查模拟过程的实现,定性地证实了通过准多重分形谱的数值模拟进行的多重分形特性分析。数值模拟的结果表明存在三个不同的缩放区域。特别注意数值分析结果之间的比较分析,以及拟议过程的实现与众所周知的多重分形随机游走之间的比较分析。

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