Add to ORKGIn this thesis, we focus on continuum versions of random walks in random environments in one spatial dimension; these can be thought of as modelling the trajectory of a particle in a turbulent fluid. We study the density of a cloud of particles all moving through the same environment. In Section 1.1, we review random walks in random environments; in the following sections, we discuss their continuum counterparts and our results for them
In this dissertation we consider a model of a random walk, (Zn}, on R(1) where the distribution of (...
A considerable number of systems have recently been reported in which Brownian yet non-Gaussian dyna...
dissertationWe consider a random walk on d+1 in a cone-mixing space-time random environment. We give...
This dissertation details our research on random walks seen as simple mathematical models useful to...
This thesis is dedicated to the study of random walks in dynamic random environments. These are mod...
Random walks in dynamic random environments are random walks evolving according to a random transiti...
Brownian motion is one of the most used stochastic models in applications to financial mathematics, ...
Brownian motion is the random motion of particles, atoms, or molecules that are because of random co...
We introduce random walks in a sparse random environment on the integer lattice Z and investigate su...
[eng] Brownian motion refers to the random movement that undergo mesosized particles suspended in a ...
This thesis concerns the mathematical analysis of certain random walks in a dynamic random environ...
Brownian Motion which is also considered to be a Wiener process and can be thought of as a random wa...
164 p.The two hallmark features of Brownian motion are the linear growth of the meansquared displace...
The two hallmark features of Brownian motion are the linear growth $\langle x^2(t) \rangle = 2 D d t...
A classical random walker is characterized by a random position and velocity. This sort of random wa...
In this dissertation we consider a model of a random walk, (Zn}, on R(1) where the distribution of (...
A considerable number of systems have recently been reported in which Brownian yet non-Gaussian dyna...
dissertationWe consider a random walk on d+1 in a cone-mixing space-time random environment. We give...
This dissertation details our research on random walks seen as simple mathematical models useful to...
This thesis is dedicated to the study of random walks in dynamic random environments. These are mod...
Random walks in dynamic random environments are random walks evolving according to a random transiti...
Brownian motion is one of the most used stochastic models in applications to financial mathematics, ...
Brownian motion is the random motion of particles, atoms, or molecules that are because of random co...
We introduce random walks in a sparse random environment on the integer lattice Z and investigate su...
[eng] Brownian motion refers to the random movement that undergo mesosized particles suspended in a ...
This thesis concerns the mathematical analysis of certain random walks in a dynamic random environ...
Brownian Motion which is also considered to be a Wiener process and can be thought of as a random wa...
164 p.The two hallmark features of Brownian motion are the linear growth of the meansquared displace...
The two hallmark features of Brownian motion are the linear growth $\langle x^2(t) \rangle = 2 D d t...
A classical random walker is characterized by a random position and velocity. This sort of random wa...
In this dissertation we consider a model of a random walk, (Zn}, on R(1) where the distribution of (...
A considerable number of systems have recently been reported in which Brownian yet non-Gaussian dyna...
dissertationWe consider a random walk on d+1 in a cone-mixing space-time random environment. We give...