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math.PR2021
The cutoff profile for exclusion processes in any dimension
Joe P. Chen
Consider symmetric simple exclusion processes, with or without Glauber dynamics on the boundary set, on a sequence of connected unweighted graphs which converge geo…
math.PR2020
Cutoffs for exclusion processes on graphs with open boundaries
Joe P. Chen, Milton Jara, Rodrigo Marinho
We prove a general theorem on cutoffs for symmetric simple exclusion processes on graphs with open boundaries, under the natural assumption that the graphs converge geometrically a…
math.PR2020
Cutoffs for exclusion and interchange processes on finite graphs
Joe P. Chen, Rodrigo Marinho
We prove a general theorem on cutoffs for symmetric exclusion and interchange processes on finite graphs , under the assumption that either the graphs converge geome…