activity
19992026
most citedCurrent reservoirs in the simple exclusion process

26 citations · 138 across the 30 of their papers we have counts for

collaborators

32 papers

math.PR2026

Critical oriented percolation enhanced along random supercritical horizontal lines

Lucas Leproult, Maria Eulália Vares

We consider the oriented site percolation model in a random environment introduced by Kesten, Sidoravicius and Vares (2022), in which the horizontal lines of the lattice are indepe…

math.PR2025

Contact process on interchange process

M. Hilário, D. Ungaretti, D. Valesin +1

We introduce a model of epidemics among moving particles on any locally finite graph. At any time, each vertex is empty, occupied by a healthy particle, or occupied by an infected…

math.PR2024★ 2 cited

A note on oriented percolation with inhomogeneities and strict inequalities

Bernardo N. B. de Lima, Daniel Ungaretti, Maria Eulália Vares

This note was motivated by natural questions related to oriented percolation on a layered environment that introduces long range dependence. As a convenient tool, we are led to dea…

math.PR2023

Onset of pattern formation for the stochastic Allen-Cahn equation

Stella Brassesco, Glauco Valle, Maria Eulália Vares

We study the behavior of the solution of a stochastic Allen-Cahn equation $\frac{\partial u_\eps }{\partial t}=\frac 12 \frac{\partial^2 u_\eps }{\partial x^2}+ u_\eps -u_\eps^3+\s…

math.PR2023

Survival of one dimensional renewal contact process

Rafael Santos, Maria Eulalia Vares

The renewal contact process, introduced in by Fontes, Marchetti, Mountford, and Vares, extends the Harris contact process in by allowing the possible cure tim…

math.PR2022

Dependent Percolation on

Bernardo N. B. de Lima, Vladas Sidoravicius, Maria Eulália Vares

We consider a dependent percolation model on the square lattice . The range of dependence is infinite in vertical and horizontal directions. In this context, we prove…