Add to ORKGThis paper studies the long-time behavior of the empirical distribution of age and normalized position of an age-dependent supercritical branching Markov process. The motion of each individual during its life is a random function of its age. It is shown that the empirical distribution of the age and the normalized position of all individuals alive at time t converges as t→∞ to a deterministic product measure
AbstractBy a (G, F, h) age-and-position dependent branching process we mean a process in which indiv...
The age structure of populations supercritical below and subcritical above a carrying capacity is in...
Abstract. We consider an age-dependent branching particle system in Rd, where the particles are subj...
This paper studies the long-time behavior of the empirical distribution of age and normalized positi...
This paper studies:(i)the long-time behaviour of the empirical distribution of age and normalized po...
Abstract. This paper studies the long time behaviour of the empirical distri-bution of age and norma...
This paper studies: (i) the long-time behaviour of the empirical distribution of age and normalized ...
AbstractA branching process counted by a random characteristic has been defined as a process which a...
A branching process counted by a random characteristic has been defined as a process which at time t...
AbstractSupercritical branching processes are considered which are Markovian in the age structure bu...
AbstractLet Z(t) be the population at time t of a critical age-dependent branching process. Suppose ...
In this thesis we develop some limit theorems for branching processes. In the first chapter we prese...
AbstractTwo diffusions are derived as the limits in finite dimensional distributions of appropriatel...
The purpose of this paper is to introduce a model for a reproducing Markov population, set within te...
AbstractThis paper considers a population process where individuals reproduce according to an age-de...
AbstractBy a (G, F, h) age-and-position dependent branching process we mean a process in which indiv...
The age structure of populations supercritical below and subcritical above a carrying capacity is in...
Abstract. We consider an age-dependent branching particle system in Rd, where the particles are subj...
This paper studies the long-time behavior of the empirical distribution of age and normalized positi...
This paper studies:(i)the long-time behaviour of the empirical distribution of age and normalized po...
Abstract. This paper studies the long time behaviour of the empirical distri-bution of age and norma...
This paper studies: (i) the long-time behaviour of the empirical distribution of age and normalized ...
AbstractA branching process counted by a random characteristic has been defined as a process which a...
A branching process counted by a random characteristic has been defined as a process which at time t...
AbstractSupercritical branching processes are considered which are Markovian in the age structure bu...
AbstractLet Z(t) be the population at time t of a critical age-dependent branching process. Suppose ...
In this thesis we develop some limit theorems for branching processes. In the first chapter we prese...
AbstractTwo diffusions are derived as the limits in finite dimensional distributions of appropriatel...
The purpose of this paper is to introduce a model for a reproducing Markov population, set within te...
AbstractThis paper considers a population process where individuals reproduce according to an age-de...
AbstractBy a (G, F, h) age-and-position dependent branching process we mean a process in which indiv...
The age structure of populations supercritical below and subcritical above a carrying capacity is in...
Abstract. We consider an age-dependent branching particle system in Rd, where the particles are subj...