Search Results - "Kious, Daniel"

The Branching‐Ruin Number and the Critical Parameter of Once‐Reinforced Random Walk on Trees by Collevecchio, Andrea, Kious, Daniel, Sidoravicius, Vladas

“…The motivation for this paper is the study of the phase transition for recurrence/ transience of a class of self‐interacting random walks on trees, which…”
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SCALING LIMITS FOR SUB-BALLISTIC BIASED RANDOM WALKS IN RANDOM CONDUCTANCES by Fribergh, Alexander, Kious, Daniel

“…We consider biased random walks in positive random conductances on the d-dimensional lattice in the zero-speed regime and study their scaling limits. We obtain…”
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PHASE TRANSITION FOR THE ONCE-REINFORCED RANDOM WALK ON ℤͩ-LIKE TREES by Kious, Daniel, Sidoravicius, Vladas

“…In this short paper, we consider the Once-reinforced random walk with reinforcement parameter a on trees with bounded degree which are transient for the simple…”
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STUCK WALKS: A CONJECTURE OF ERSCHLER, TÓTH AND WERNER by Kious, Daniel

“…In this paper, we work on a class of self-interacting nearest neighbor random walks, introduced in [Probab. Theory Related Fields 154 (2012) 149-163], for…”
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Phase transition for the Once-reinforced random walk on $\mathbb{Z}^{d}$-like trees by Kious, Daniel, Sidoravicius, Vladas

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Phase transition for the Once-reinforced random walk on Z^sup d^-like trees by Kious, Daniel, Sidoravicius, Vladas

“…In this short paper, we consider the Once-reinforced random walk with reinforcement parameter a on trees with bounded degree which are transient for the simple…”
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Finding geodesics on graphs using reinforcement learning by Kious, Daniel, Mailler, Cécile, Schapira, Bruno

“…It is well known in biology that ants are able to find shortest paths between their nest and the food by successive random explorations, without any mean of…”
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Local trapping for elliptic random walks in random environments in by Fribergh, Alexander, Kious, Daniel

“…(ProQuest: ... denotes formulae and/or non-USASCII text omitted; see image).We consider elliptic random walks in i.i.d. random environments on ... The main…”
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Local trapping for elliptic random walks in random environments in $$\mathbb {Z}^d by Fribergh, Alexander, Kious, Daniel

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Random Walk on the Simple Symmetric Exclusion Process by Hilário, Marcelo R., Kious, Daniel, Teixeira, Augusto

“…We investigate the long-term behavior of a random walker evolving on top of the simple symmetric exclusion process (SSEP) at equilibrium, in dimension one. At…”
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On the speed of once-reinforced biased random walk on trees by Collevecchio, Andrea, Holmes, Mark, Kious, Daniel

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Scaling limit of critical random trees in random environment by Conchon–Kerjan, Guillaume, Kious, Daniel, Mailler, Cécile

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The trace-reinforced ants process does not find shortest paths by Kious, Daniel, Mailler, Cécile, Schapira, Bruno

“…In this paper, we study a probabilistic reinforcement-learning model for ants searching for the shortest path(s) between their nest and a source of food. In…”
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Local trapping for elliptic random walks in random environments in Zd by Fribergh, Alexander, Kious, Daniel

“…We consider elliptic random walks in i.i.d. random environments on Z d . The main goal of this paper is to study under which ellipticity conditions local…”
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The branching-ruin number as critical parameter of random processes on trees by Collevecchio, Andrea, Huynh, Cong Bang, Kious, Daniel

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Explicit formula for the density of local times of Markov jump processes by Huang, Ruojun, Kious, Daniel, Sidoravicius, Vladas, Tarrès, Pierre

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Aging and sub-aging for one-dimensional random walks amongst random conductances by Croydon, David A, Kious, Daniel, Scali, Carlo

“…We consider random walks amongst random conductances in the cases where the conductances can be arbitrarily small, with a heavy-tailed distribution at 0, and…”
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Sharp threshold for the ballisticity of the random walk on the exclusion process by Conchon--Kerjan, Guillaume, Kious, Daniel, Rodriguez, Pierre-François

“…We study a non-reversible random walk advected by the symmetric simple exclusion process, so that the walk has a local drift of opposite sign when sitting atop…”
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Scaling limit of critical random trees in random environment by Conchon--Kerjan, Guillaume, Kious, Daniel, Mailler, Cécile

“…We consider Bienaym\'e-Galton-Watson trees in random environment, where each generation $k$ is attributed a random offspring distribution $\mu_k$, and…”
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Fluctuation bounds for symmetric random walks on dynamic environments via Russo-Seymour-Welsh by Baldasso, Rangel, Hilario, Marcelo R, Kious, Daniel, Teixeira, Augusto

“…In this article, we prove a lower bound for the fluctuations of symmetric random walks on dynamic random environments in dimension $1 + 1$ in the perturbative…”
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