13 citations · 18 across the 14 of their papers we have counts for
18 papers
Sharp threshold for the ballisticity of the random walk on the exclusion process
Guillaume Conchon--Kerjan, Daniel Kious, Pierre-François Rodriguez
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 an occupied or an em…
Aging and sub-aging for one-dimensional random walks amongst random conductances
David A. Croydon, Daniel Kious, Carlo Scali
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 where the conductances…
Fluctuation bounds for symmetric random walks on dynamic environments via Russo-Seymour-Welsh
Rangel Baldasso, Marcelo R. Hilario, Daniel Kious +1
In this article, we prove a lower bound for the fluctuations of symmetric random walks on dynamic random environments in dimension in the perturbative regime where the walk…
Scaling limit of critical random trees in random environment
Guillaume Conchon--Kerjan, Daniel Kious, Cécile Mailler
We consider Bienaymé-Galton-Watson trees in random environment, where each generation is attributed a random offspring distribution , and is a sequence o…
The trace-reinforced ants process does not find shortest paths
Daniel Kious, Cécile Mailler, Bruno Schapira
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 this model, the nest an…
Finding geodesics on graphs using reinforcement learning
Daniel Kious, Cécile Mailler, Bruno Schapira
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 communication other tha…