Oleg Zaboronski

activity

20052016

n

-point density function for coalescing Brownian motions

30 citations · 66 across the 3 of their papers we have counts for

collaborators

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2 papers · 1 filter

math.PR2016★ 7 cited

Examples of interacting particle systems on $Z$ as Pfaffian point processes: coalescing branching random walks and annihilating random walks with immigration

Barnaby Garrod, Roger Tribe, Oleg Zaboronski

Two classes of interacting particle systems on $Z$ are shown to be Pfaffian point processes at fixed times, and for all deterministic initial conditions. The first compris…

math.PR2005★ 30 cited

Multi-Scaling of the $n$ -point density function for coalescing Brownian motions

R. Munasinghe, R. Rajesh, R. Tribe +1

This paper gives a derivation for the large time asymptotics of the $n$ -point density function of a system of coalescing Brownian motions on $R$ .

Examples of interacting particle systems on Z as Pfaffian point processes: coalescing branching random walks and annihilating random walks with immigration

Multi-Scaling of the n-point density function for coalescing Brownian motions

Examples of interacting particle systems on $Z$ as Pfaffian point processes: coalescing branching random walks and annihilating random walks with immigration

Multi-Scaling of the $n$ -point density function for coalescing Brownian motions