We first study the convergence of solutions of a system of F-KPP equations related to
irreducible multitype branching Brownian motions with Heaviside-type initial conditions to …

Consider a two-type reducible branching Brownian motion in which particles' diffusion
coefficients and branching rates are influenced by their types. Here reducible means that …

We study the asymptotic behaviour of the extremal process of a cascading family of
branching Brownian motions. This is a particle system on the real line such that each particle …

Let N (t) be the collection of particles alive at time t in a branching Brownian motion
in\(\mathbb {R}^ d\), and for\(u\in N (t)\), let\({\textbf {X}} _u (t)\) be the position of particle u at …

In this paper, we consider a large class of super-Brownian motions in R with spatially
dependent branching mechanisms. We establish the almost sure growth rate of the mass …

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 …

In this paper, we study branching Brownian motion with absorption, in which particles
undergo Brownian motions with drift and are killed upon reaching the origin. We prove that …

The logarithmic correction for the order of the maximum of a two-type reducible branching
Brownian motion on the real line exhibits a double jump when the parameters (the ratio of …

We study a voting model on a branching Brownian motion process on $\mathbb {R} $ in
which the diffusivity of each child particle is increased from that of the parent by a factor of …

We characterize all random point measures which are in a certain sense stable under the
action of branching. Denoting by⊛ the branching convolution operation introduced by …