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19992026
most citedStationary Kolmogorov Solutions of the Smoluchowski Aggregation Equation with a Source Term

50 citations · 507 across the 43 of their papers we have counts for

collaborators

44 papers

math.PR2026

Entrance laws for coalescing and annihilating Brownian motions

Roger Tribe, Oleg Zaboronski

Systems of instantaneously annihilating or coalescing Brownian motions on the line are considered. The extreme points of the set of entrance laws for this process are shown to be P…

cond-mat.stat-mech2026

Probabilities of rare events in product kernel aggregation: An exact formula and phase diagram

R. Goutham, R. Rajesh, V. Subashri +1

We present an exact method for calculating the large deviation function describing rare fluctuations in the number of particles for product-kernel aggregation. Starting from the ma…

cond-mat.stat-mech2024

Exact calculation of the large deviation function for -nary coalescence

R. Rajesh, V. Subashri, Oleg Zaboronski

We study probabilities of rare events in the general coalescence process, , where . For arbitrary , by rewriting these probabilities in terms…

math.PR2024

The Stochastic Casimir Effect

Ruibo Kou, Roger Tribe, Oleg Zaboronski

We model the one-dimensional `classical' vacuum by a system of annihilating Brownian motions on with pairwise immigration. A pair of reflecting or absorbing walls plac…

cond-mat.stat-mech2024

Exact calculation of the probabilities of rare events in cluster-cluster aggregation

R. Rajesh, V. Subashri, Oleg Zaboronski

We develop an action formalism to calculate probabilities of rare events in cluster-cluster aggregation for arbitrary collision kernels and establish a pathwise large deviation pri…

math-ph2023

Averages of products of characteristic polynomials and the law of real eigenvalues for the real Ginibre ensemble

Roger Tribe, Oleg Zaboronski

An elementary derivation of the Borodin-Sinclair-Forrester-Nagao Pfaffian point process, which characterises the law of real eigenvalues for the real Ginibre ensemble in the large…