activity
20082019
most citedDecorated Random Walk Restricted to Stay Below a Curve (Supplement Material)

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

collaborators

8 papers

math.PR20193 cited

Decorated Random Walk Restricted to Stay Below a Curve (Supplement Material)

Aser Cortines, Lisa Hartung, Oren Louidor

We consider a one dimensional random-walk-like process, whose steps are centered Gaussians with variances which are determined according to the sequence of arrivals of a Poisson pr…

math.PR2019

More on the Structure of Extreme Level Sets in Branching Brownian Motion

Aser Cortines, Lisa Hartung, Oren Louidor

This work is a continuation of the manuscript "the structure of extreme level sets in branching Brownian motion", in which the same authors studied the fine structure of the extrem…

math.PR2019

A Scaling Limit for the Cover Time of the Binary Tree

Aser Cortines, Oren Louidor, Santiago Saglietti

We consider a continuous time random walk on the rooted binary tree of depth with all transition rates equal to one and study its cover time, namely the time until all vertices…

math.PR2018

A simple backward construction of Branching Brownian motion with large displacement and applications

Julien Berestycki, Éric Brunet, Aser Cortines +1

In this article, we study the extremal processes of branching Brownian motions conditioned on having an unusually large maximum. The limiting point measures form a one-parameter fa…

math.PR2018

Branching-stable point measures and processes

Jean Bertoin, Aser Cortines, Bastien Mallein

We introduce and study the class of branching-stable point measures, which can be seen as an analog of stable random variables when the branching mechanism for point measures repla…

math.PR2018

The genealogy of an exactly solvable Ornstein-Uhlenbeck type branching process with selection

Aser Cortines, Bastien Mallein

We study the genealogy of a solvable population model with particles on the real line which evolves according to a discrete-time branching process with selection. At each time…