Stable fluctuations for ballistic random walks in random environment on Z (2010)
Enriquez, Nathanaël, Sabot, Christophe, Tournier, Laurent, Zindy, Olivier
We consider transient random walks in random environment on Z in the positive speed (ballistic) and critical zero speed regimes. A classical result of Kesten, Kozlov and Spitzer proves that the...
Stable fluctuations for ballistic random walks in random environment on Z (2010)
Enriquez, Nathanaël, Sabot, Christophe, Tournier, Laurent, Zindy, Olivier
We consider transient random walks in random environment on Z in the positive speed (ballistic) and critical zero speed regimes. A classical result of Kesten, Kozlov and Spitzer proves that the...
Stable fluctuations for ballistic random walks in random environment on Z (2010)
Enriquez, Nathanaël, Sabot, Christophe, Tournier, Laurent, Zindy, Olivier
We consider transient random walks in random environment on Z in the positive speed (ballistic) and critical zero speed regimes. A classical result of Kesten, Kozlov and Spitzer proves that the...
Stable fluctuations for ballistic random walks in random environment on Z (2010)
Enriquez, Nathanaël, Sabot, Christophe, Tournier, Laurent, Zindy, Olivier
We consider transient random walks in random environment on Z in the positive speed (ballistic) and critical zero speed regimes. A classical result of Kesten, Kozlov and Spitzer proves that the...
Scaling limit and aging for directed trap models (2008)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
Scaling limit and aging for directed trap models (2007)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
Scaling limit and aging for directed trap models (2007)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
Scaling limit and aging for directed trap models (2007)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
Scaling limit and aging for directed trap models (2007)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
Les marches aléatoires en milieu aléatoire constituent un modèle permettant de décrire des phénomènes de diffusion et de transport en milieux inhomogènes, possédant néanmoins des...
Les marches aléatoires enmilieu aléatoire constituent un modèle permettant de décriredes phénomènes de diffusion et de transport en milieuxinhomogènes, possédant néanmoins des propriétés...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
Les marches aléatoires en milieu aléatoire constituent un modèle permettant de décrire des phénomènes de diffusion et de transport en milieux inhomogènes, possédant néanmoins des...
Les marches aléatoires en milieu aléatoire constituent un modèle permettant de décrire des phénomènes de diffusion et de transport en milieux inhomogènes, possédant néanmoins des...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Les marches aléatoires en milieu aléatoire constituent un modèle permettant de décrire des phénomènes de diffusion et de transport en milieux inhomogènes, possédant néanmoins des...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
Scaling limit and aging for directed trap models (2007)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
Scaling limit and aging for directed trap models (2007)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient one-dimensional random walks in random environment with zero asymptotic speed. An aging phenomenon involving the generalized Arcsine law is proved using the localization of the...
Limit laws for transient random walks in random environment on $\z$ (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
We consider transient random walks in random environment on $\z$ with zero asymptotic speed. A classical result of Kesten, Kozlov and Spitzer says that the hitting time of the level $n$ converges in...
Scaling limit and aging for directed trap models (2007)
We consider one-dimensional directed trap models and suppose that the trapping times are heavy-tailed. We obtain the inverse of a stable subordinator as scaling limit and prove an aging phenomenon...
A probabilistic representation of constants in Kesten's renewal theorem (2007)
Enriquez, Nathanaël, Sabot, Christophe, Zindy, Olivier
The aims of this paper are twofold. Firstly, we derive some probabilistic representation for the constant which appears in the one-dimensional case of Kesten's renewal theorem. Secondly, we estimate...
Les marches aléatoires enmilieu aléatoire constituent un modèle permettant de décriredes phénomènes de diffusion et de transport en milieuxinhomogènes, possédant néanmoins des propriétés...
Les marches aléatoires enmilieu aléatoire constituent un modèle permettant de décriredes phénomènes de diffusion et de transport en milieuxinhomogènes, possédant néanmoins des propriétés...
Les marches aléatoires enmilieu aléatoire constituent un modèle permettant de décriredes phénomènes de diffusion et de transport en milieuxinhomogènes, possédant néanmoins des propriétés...
Les marches aléatoires enmilieu aléatoire constituent un modèle permettant de décriredes phénomènes de diffusion et de transport en milieuxinhomogènes, possédant néanmoins des propriétés...
Les marches aléatoires enmilieu aléatoire constituent un modèle permettant de décriredes phénomènes de diffusion et de transport en milieuxinhomogènes, possédant néanmoins des propriétés...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of R\'ev\'esz \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbour random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbour random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbor random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or near...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbour random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbour random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or...
Upper limits of Sinai's walk in random scenery (2006)
We consider Sinai's walk in i.i.d. random scenery and focus our attention on a conjecture of Révész \cite{r05} concerning the upper limits of Sinai's walk in random scenery when the scenery is...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbour random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbour random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or...
A weakness in strong localization for Sinai's walk (2006)
Sinai's walk is a recurrent one-dimensional nearest-neighbour random walk in random environment. It is known for a phenomenon of strong localization, namely, the walk spends almost all time at or...