activity
20042025
most citedThe genealogy of branching Brownian motion with absorption

107 citations · 445 across the 34 of their papers we have counts for

collaborators

39 papers

stat.ME2025

Estimating the growth rate of a birth and death process using data from a small sample

Carola Sophia Heinzel, Jason Schweinsberg

The problem of estimating the growth rate of a birth and death processes based on the coalescence times of a sample of individuals has been considered by several authors (\cite…

math.PR2025

Branch lengths for geodesics in the directed landscape and mutation patterns in growing spatially structured populations

Shirshendu Ganguly, Jason Schweinsberg, Yubo Shuai

Consider a population that is expanding in two-dimensional space. Suppose we collect data from a sample of individuals taken at random either from the entire population, or from ne…

q-bio.PE2024

Two waves of adaptation: speciation induced by dormancy in a model with changing environment

Fernando Cordero, Adrián González Casanova, Jason Schweinsberg

We consider a population model in which the season alternates between winter and summer, and individuals can acquire mutations either that are advantageous in the summer and disadv…

math.PR2024

The Yaglom limit for branching Brownian motion with absorption and slightly subcritical drift

Julien Berestycki, Jiaqi Liu, Bastien Mallein +1

Consider branching Brownian motion with absorption in which particles move independently as one-dimensional Brownian motions with drift , each particle splits into two particle…

math.PR2024

The Accumulation of Beneficial Mutations and Convergence to a Poisson Process

Nantawat Udomchatpitak, Jason Schweinsberg

We consider a model of a population with fixed size , which is subjected to an unlimited supply of beneficial mutations at a constant rate . Individuals with beneficial…

math.PR2024

Phase transition of the consistent maximal displacement of branching Brownian motion

Julien Berestycki, Jiaqi Liu, Bastien Mallein +1

Consider branching Brownian motion in which we begin with one particle at the origin, particles independently move according to Brownian motion, and particles split into two at rat…