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20172022
most citedNon-equilibrium Fluctuations of the Weakly Asymmetric Normalized Binary Contact Path Process

2 citations · 3 across the 12 of their papers we have counts for

collaborators

19 papers

math.PR2022

Central limit theorems of occupation times of high-dimensional normalized binary contact path processes

Xiaofeng Xue

The binary contact path process (BCPP) introduced in Griffeath (1983) describes the spread of an epidemic on a graph and is an auxiliary model in the study of improving upper bound…

math.PR2022

Hydrodynamics of -urn susceptible-infected-removed epidemics

Xiaofeng Xue

In this paper we are concerned with -urn susceptible-infected-removed epidemics, where each urn is in one of three states, namely `susceptible', `infected' and `removed'. We ass…

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.PR2022

Hydrodynamics of a class of -urn linear systems

Xiaofeng Xue

In this paper we are concerned with hydrodynamics of a class of -urn linear systems, which include voter models, pair-symmetric exclusion processes and binary contact path proce…

math.PR20211 cited

Moderate deviations of generalized -urn Ehrenfest models

Lirong Ren, Xiaofeng Xue

This paper is a further investigation of the generalized -urn Ehrenfest model introduced in \cite{Xue2020}. A moderate deviation principle from the hydrodynamic limit of the mod…

math.PR2020

Hydrodynamics of the generalized -urn Ehrenfest model

Xiaofeng Xue

In this paper we are concerned with a generalized -urn Ehrenfest model, where balls keeps independent random walks between boxes uniformly laid on . After a proper s…