Add to ORKGIt is well known that a supercritical single-type Bienyamé-Galton-Watson process can be viewed as a decomposable branching process formed by two subtypes of particles: those having infinite line of de-scent and those who have finite number of descendants. In this paper we analyze such a decomposition for the linear-fractional Bienyamé-Galton-Watson processes with countably many types
It is well known that a simple, supercritical Bienaym\ue9-Galton-Watson process turns into a subcrit...
We present two iterative methods for computing the global and partial extinction probability vectors...
The formulation of nonlocal branching superprocesses was discussed. The special cases such as the re...
t is well known that a supercritical single-type Bienaym\ue9-Galton-Watson process can be viewed as ...
We study multi-type Bienayme-Galton-Watson processes with linear-fractional reproduction laws using ...
We study a linear-fractional Bienayme-Galton-Watson process with a general type space. The correspon...
We focus on supercritical decomposable (reducible) multitype branching processes. Types are partitio...
The linear-fractional Galton-Watson processes is a well known case when many characteristics of a br...
We consider the extinction events of Galton-Watson processes with countably infinitely many types. I...
We study a linear-fractional Bienaymé–Galton–Watson process with a general type space. The correspon...
In the spirit of Duquesne and Winkel (2007) and Berestycki et al. (2011), we show that supercritical...
General linear-fractional generating functions 2–3 LF branching processes with countably many types ...
The notion of self-decomposability for N0-valued rv's as introduced by Steutel and van Harn [8] and ...
Skeletons of branching processes are defined as trees of lineages characterized by an appropriate si...
Skeletons of branching processes are defined as trees of lineages characterized by an appropriate si...
It is well known that a simple, supercritical Bienaym\ue9-Galton-Watson process turns into a subcrit...
We present two iterative methods for computing the global and partial extinction probability vectors...
The formulation of nonlocal branching superprocesses was discussed. The special cases such as the re...
t is well known that a supercritical single-type Bienaym\ue9-Galton-Watson process can be viewed as ...
We study multi-type Bienayme-Galton-Watson processes with linear-fractional reproduction laws using ...
We study a linear-fractional Bienayme-Galton-Watson process with a general type space. The correspon...
We focus on supercritical decomposable (reducible) multitype branching processes. Types are partitio...
The linear-fractional Galton-Watson processes is a well known case when many characteristics of a br...
We consider the extinction events of Galton-Watson processes with countably infinitely many types. I...
We study a linear-fractional Bienaymé–Galton–Watson process with a general type space. The correspon...
In the spirit of Duquesne and Winkel (2007) and Berestycki et al. (2011), we show that supercritical...
General linear-fractional generating functions 2–3 LF branching processes with countably many types ...
The notion of self-decomposability for N0-valued rv's as introduced by Steutel and van Harn [8] and ...
Skeletons of branching processes are defined as trees of lineages characterized by an appropriate si...
Skeletons of branching processes are defined as trees of lineages characterized by an appropriate si...
It is well known that a simple, supercritical Bienaym\ue9-Galton-Watson process turns into a subcrit...
We present two iterative methods for computing the global and partial extinction probability vectors...
The formulation of nonlocal branching superprocesses was discussed. The special cases such as the re...