Bharath Roy Choudhury

collaborators

2 papers

math.PR2026

Wasserstein stability of the zero cell of a Poisson hyperplane tessellation under directional perturbations

Gilles Bonnet, Eliza O'Reilly, Bharath Roy Choudhury

A stationary Poisson hyperplane process in $R^{d}$ is characterized by an intensity parameter and an even probability measure on the unit sphere called the directional distr…

math.PR2024

Genealogies of records of stochastic processes with stationary increments as unimodular trees

François Baccelli, Bharath Roy Choudhury

Consider a stationary sequence $X = (X_{n})$ of integer-valued random variables with mean $m \in [- \infty, \infty]$ . Let $S = (S_{n})$ be the stochastic process with increments $X$ and suc…