异常扩散。在物理和操作时间上的巨大跳跃之间的竞争
Anomalous diffusion. A competition between the very large jumps in physical and operational times
摘要：
在本文中，我们分析了一个非常大的跳跃之间的耦合，在物理和操作的时间，适用于异常扩散。该方法是基于一个倾斜的列维稳定过程的逆从属，得到两种类型的操作时间-花费和剩余等待时间，分别。所研究的过程具有不同的属性，显示两个幂律松弛模式下的异常扩散的subdiffusive和superdiffusive功能。
英文摘要：
In this paper we analyze a coupling between the very large jumps in physical and operational times as applied to anomalous diffusion. The approach is based on subordination of a skewed Levy-stable process by its inverse to get two types of operational time - the spent and the residual waiting time, respectively. The studied processes have different properties which display both subdiffusive and superdiffusive features of anomalous diffusion underlying the two-power-law relaxation patterns.
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