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20232026
most citedEmpirical martingale projections via the adapted Wasserstein distance

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math.PR2026

Precise cover times for branching random walks on Hamming graphs: (iterated) logarithmic corrections

Zhenyuan Zhang

We prove tight asymptotics of the cover time of a continuous-time branching random walk on the Hamming graph , as . We focus…

math.PR2026

Viral Quasispecies Evolution as a Branching Random Walk on the Hypercube

Jose Blanchet, Zhenyuan Zhang

We study a continuous-time nearest-neighbor branching random walk on the -dimensional -ary hypercube as a model for viral quasispecies evolution under m…

math.PR2025

Large Deviations of First Passage Times of Branching Random Walks in : Asymptotics and Algorithms

Jose Blanchet, Wei Cai, Shaswat Mohanty +1

We investigate the large deviation probabilities of first passage times (FPT) of discrete-time supercritical non-lattice branching random walks (BRWs) in where $d\ge…

math.PR2024

Tightness Analysis of First Passage Times of -Dimensional Branching Random Walk

Jose Blanchet, Zhenyuan Zhang

Given a discrete-time non-lattice supercritical branching random walk in , we investigate its first passage time to a shifted unit ball of a distance from the ori…

math.PR2024

On the First Passage Times of Branching Random Walks in

Jose Blanchet, Wei Cai, Shaswat Mohanty +1

We study the first passage times of discrete-time branching random walks in where . Here, the genealogy of the particles follows a supercritical Galton-Wat…

math.PR2024★ 1 cited

Empirical martingale projections via the adapted Wasserstein distance

Jose Blanchet, Johannes Wiesel, Erica Zhang +1

Given a collection of multidimensional pairs , we study the problem of projecting the associated suitably smoothed empirical measure onto the space of…