activity
20052026
most citedIntegrability of exit times and ballisticity for random walks in Dirichlet environment

33 citations · 105 across the 13 of their papers we have counts for

collaborators

20 papers

math.PR2026

Are random random walks normal?

Kais Hamza, Laurent Tournier

Given a symmetric simple random walk , the family of all symmetric simple random walks adapted to the filtration of was studied…

math.DS2026

A Kuramoto phase model to explore the synchronisation of a network of circadian clocks

Franck Delaunay, Antoine Fortuné, Ines Krawczyk +3

We propose a model of the circadian clock in a population of cells based on a network of oscillators, derived from the Kuramoto model. The coupling between oscillators is described…

math.PR2020

Combinatorial universality in three-speed ballistic annihilation

John Haslegrave, Laurent Tournier

We consider a one-dimensional system of particles, moving at constant velocities chosen independently according to a symmetric distribution on , and annihilating upon…

q-bio.QM2019

Automated generation of bacterial resource allocation models

Ana Bulović, Stephan Fischer, Marc Dinh +7

Resource Balance Analysis (RBA) is a computational method based on resource allocation, which performs accurate quantitative predictions of whole-cell states (i.e. growth rate, met…

math.PR2019

A deterministic walk on the randomly oriented Manhattan lattice

Andrea Collevecchio, Kais Hamza, Laurent Tournier

Consider a randomly-oriented two dimensional Manhattan lattice where each horizontal line and each vertical line is assigned, once and for all, a random direction by flipping indep…

math.PR2018★ 8 cited

Three-speed ballistic annihilation: phase transition and universality

John Haslegrave, Vladas Sidoravicius, Laurent Tournier

We consider ballistic annihilation, a model for chemical reactions first introduced in the 1980's physics literature. In this particle system, initial locations are given by a rene…