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Random walk attracted by percolation clusters
(Univ Washington, Dept MathematicsSeattleEUA, 2005)
Subdiffusive behavior of a dilute non-brownian suspension under shear
(AMER PHYSICAL SOC, 2013)
Decay estimates for time-fractional and other non-local in time subdiffusion equations in R-d
(2016)
We prove optimal estimates for the decay in time of solutions to a rather general class of non-local in time subdiffusion equations in . An important special case is the time-fractional diffusion equation, which has seen ...
Stability, instability, and blowup for time fractional and other non-local in time semilinear subdiffusion equations
(2017)
We consider nonlocal in time semilinear subdiffusion equations on a bounded domain, where the kernel in the integro-differential operator belongs to a large class, which covers many relevant cases from physics applications, ...
Subdiffusive behavior in a trapping potential: Mean square displacement and velocity autocorrelation function
(American Physical Society, 2009-08)
A theoretical framework for analyzing stochastic data from single-particle tracking in viscoelastic materials and under the influence of a trapping potential is presented. Starting from a generalized Langevin equation, we ...
Subdiffusive behavior of a dilute non-brownian suspension under shearPHYSICAL REVIEW EPHYS REV E
(AMER PHYSICAL SOC, 2016)
Método de Lattice Boltzmann para difusión anómala en medios porosos
(2011)
Se desarrolla e implementa un método alternativo de lattice Boltzmann, basado en la ecuación cinética fraccional en el tiempo para tratar procesos de transporte anómalo, extendiendo el análisis de Chapman–Enskog al formalismo ...