Tempered anomalous diffusion in heterogeneous systems

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Well-posedness and numerical algorithm for the tempered fractional differential equations (2019, background): “The time tempered diffusion dynamics describes the coexistence/transition of subdiffusion and normal diffusion phenomenon (or the subdiffusion in finite time) which was empirically confirmed in a number of systems [10, 30].”
The Fractional Poisson Process and the Inverse Stable Subordinator (2010, background): “Tempered stable subordinators are theoretically interesting [4, 43] and practically useful [16, 37].”
Time and space nonlocalities underlying fractional-derivative models: Distinction and literature review of field applications (2009, unknown): “[99]), where all spatial moments are convergent.”
FracFit: A robust parameter estimation tool for fractional calculus models (2017, methodology): “The goal of this paper is to describe a new toolbox for fractional advection-dispersion models [Liu et al., 2003; Schumer et al., 2003; Meerschaert et al., 2008].”
Asymptotic properties of Brownian motion delayed by inverse subordinators (2013, background): “This type of anomalous dynamics has recently been investigated in [15, 37, 42].”