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20182026
most citedNon-equilibrium Fluctuations of the Weakly Asymmetric Normalized Binary Contact Path Process

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

collaborators

8 papers

math.PR2026

Nonequilibrium fluctuations and moderate deviations for the occupation time of the SSEP with Glauber dynamics

Linjie Zhao

We study the symmetric simple exclusion process with Glauber dynamics. When the process starts from a nonequilibrium measure, we prove central limit theorems for the occupation tim…

math.PR2022

Equilibrium Perturbations for Asymmetric Zero Range Process under Diffusive Scaling in Dimensions

Linjie Zhao

We consider the asymmetric zero range process in dimensions . Assume the initial density profile is a perturbation of the constant density, which has order , $α\i…

math.PR2022

Moderate Deviations for the current and Tagged Particle in Symmetric Simple Exclusion Processes

Xiaofeng Xue, Linjie Zhao

We prove moderate deviation principles for the tagged particle position and current in one-dimensional symmetric simple exclusion processes. There is at most one particle per site.…

math.PR2021

Long-time behavior of SSEP with slow boundary

Linjie Zhao

We consider the symmetric simple exclusion process with slow boundary first introduced in [Baldasso {\it et al.}, Journal of Statistical Physics, 167(5), 2017]. We prove a law of l…

math.PR20202 cited

Non-equilibrium Fluctuations of the Weakly Asymmetric Normalized Binary Contact Path Process

Xiaofeng Xue, Linjie Zhao

This paper is a further investigation of the problem studied in \cite{xue2020hydrodynamics}, where the authors proved a law of large numbers for the empirical measure of the weakly…

math.PR2020

Moderate Deviations for the SSEP with a Slow Bond

Xiaofeng Xue, Linjie Zhao

We consider the one dimensional symmetric simple exclusion process with a slow bond. In this model, particles cross each bond at rate , except one particular bond, the slow bo…