activity
20022020
most citedQuasicrystals and almost periodicity

2 citations · 4 across the 5 of their papers we have counts for

collaborators

6 papers

math.PR2020

Continuity of the time constant in a continuous model of first passage percolation

Jean-Baptiste Gouéré, Marie Théret

For a given dimension d 2 and a finite measure on (0, +), we consider a Poisson point process on R d x (0, +) with intensity measure dc …

math.PR2013★ 2 cited

Branching brownian motion seen from its left-most particule

Jean-Baptiste Gouéré

This paper is a review of the recent progresses on the branching brownian motion seen from its left-most particule. We describe in particular the recent works by Arguin-Bovier-Kist…

math.PR2010

Percolation in a multiscale Boolean model

Jean-Baptiste Gouéré

We consider percolation in a multiscale Boolean model. This model is defined as the union of scaled independent copies of a given Boolean model. The scale factor of the $n^{\textrm…

math.PR2008

Brunet-Derrida behavior of branching-selection particle systems on the line

Jean Bérard, Jean-Baptiste Gouéré

We consider a class of branching-selection particle systems on similar to the one considered by E. Brunet and B. Derrida in their 1997 paper "Shift in the velocity of a front…

math.PR2007

Continuous first-passage percolation and continuous greedy paths model: linear growth

Jean-Baptiste Gouere, Regine Marchand

We study a random growth model on introduced by Deijfen. This is a continuous first-passage percolation model. The growth occurs by means of spherical outbursts with random…

math-ph2002★ 2 cited

Quasicrystals and almost periodicity

Jean-Baptiste Gouere

We introduce a topology on the space of uniformly discrete subsets of the Euclidean space. Assume that in admits a unique autocorrelation measure. The diffra…