DOIAbstract
We consider the mean first passage time of random walks to go from one end of a segment of a Sinai lattice to the other. We show that the distribution of the mean first passage time over Sinai disorder obeys a finite-size-multiscaling form
We consider the mean first passage time of random walks to go from one end of a segment of a Sinai lattice to the other. We show that the distribution of the mean first passage time over Sinai disorder obeys a finite-size-multiscaling form
We study the first passage time (FPT) problem in Levy type of anomalous diffusion. Using the recentl...
Fractal phenomena may be widely observed in a great number of complex systems. In this paper, motiva...
The Sinai model of a tracer diffusing in a quenched Brownian potential is a much-studied problem exh...
We consider the mean first passage time of random walks to go from one end of a segment of a Sinai l...
We consider mean first-passage time (MFPT) of random walks from one end to the other of a segment of...
The global first passage time density of a network is the probability that a random walker released ...
Abstract. We examine the scaling properties of one-dimensional random walks on media with multifract...
Diffusion on a T fractal lattice under the influence of topological biasing fields is studied by fin...
International audienceSome asymptotic properties of a Brownian motion in multifractal time, also cal...
Using Monte Carlo simulations we have modeled the diffusion of a single particle in twoand three-dim...
In this thesis we develop and use a continuum random walk framework to solve problems that are usual...
Multiscaling properties are typically described by multifractal random measures or multifractal rand...
We show that the multifractal structure of fully developed turbulence does not affect the diffusion ...
The d‐dimentional space‐continuous time‐discrete Markovian random walk with a distribution of step l...
We introduce a class of multifractal processes, referred to as Multifractal Random Walks (MRWs). To ...
We study the first passage time (FPT) problem in Levy type of anomalous diffusion. Using the recentl...
Fractal phenomena may be widely observed in a great number of complex systems. In this paper, motiva...
The Sinai model of a tracer diffusing in a quenched Brownian potential is a much-studied problem exh...
We consider the mean first passage time of random walks to go from one end of a segment of a Sinai l...
We consider mean first-passage time (MFPT) of random walks from one end to the other of a segment of...
The global first passage time density of a network is the probability that a random walker released ...
Abstract. We examine the scaling properties of one-dimensional random walks on media with multifract...
Diffusion on a T fractal lattice under the influence of topological biasing fields is studied by fin...
International audienceSome asymptotic properties of a Brownian motion in multifractal time, also cal...
Using Monte Carlo simulations we have modeled the diffusion of a single particle in twoand three-dim...
In this thesis we develop and use a continuum random walk framework to solve problems that are usual...
Multiscaling properties are typically described by multifractal random measures or multifractal rand...
We show that the multifractal structure of fully developed turbulence does not affect the diffusion ...
The d‐dimentional space‐continuous time‐discrete Markovian random walk with a distribution of step l...
We introduce a class of multifractal processes, referred to as Multifractal Random Walks (MRWs). To ...
We study the first passage time (FPT) problem in Levy type of anomalous diffusion. Using the recentl...
Fractal phenomena may be widely observed in a great number of complex systems. In this paper, motiva...
The Sinai model of a tracer diffusing in a quenched Brownian potential is a much-studied problem exh...
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