Guillaume Barraquand

most citedA phase transition for

q

-TASEP with a few slower particles

46 citations · 52 across the 2 of their papers we have counts for

collaborators

2 papers

math.PR2014★ 6 cited

A short proof of a symmetry identity for the $(q, μ, ν)$ -deformed Binomial distribution

Guillaume Barraquand

We give a short and elementary proof of a $(q, μ, ν)$ -deformed Binomial distribution identity arising in the study of the $(q, μ, ν)$ -Boson process and the $(q, μ, ν)$ -TASEP. This…

math.PR2014★ 46 cited

A phase transition for $q$ -TASEP with a few slower particles

Guillaume Barraquand

We consider a $q$ -TASEP model started from step initial condition where all but finitely many particles have speed $1$ and a few particles are slower. It is shown in [9] that the r…

A short proof of a symmetry identity for the (q,μ,ν)-deformed Binomial distribution

A phase transition for q-TASEP with a few slower particles

A short proof of a symmetry identity for the $(q, μ, ν)$ -deformed Binomial distribution

A phase transition for $q$ -TASEP with a few slower particles