AbstractIn this paper we will obtain results concerning the distribution of generations and the degree of relationship of the individuals in a critical branching process {Z(t), t⩾0} and we will apply these results to obtain a “central limit theorem” for critical branching random walks
AbstractA branching process counted by a random characteristic has been defined as a process which a...
Proceedings, pp. 582—597 In the paper a method for investigation of some functionals of branching st...
A general method is developed with which various theorems on the mean square convergence of function...
AbstractIn this paper we will obtain results concerning the distribution of generations and the degr...
AbstractA nonlinear counterpart of the key renewal theorem is proved for general critical branching ...
AbstractIn a branching random walk each family arrives equipped with its members' positions relative...
Cette thèse étudie des modèles de populations branchantes appelés arbres de ramification, dans lesqu...
AbstractA general branching process begins with a single individual born at time t=0. At random ages...
International audienceLet (Zn) n≥0 be a critical branching process in a random environment defined b...
AbstractLet Z(t) be the population at time t of a critical age-dependent branching process. Suppose ...
A branching process counted by a random characteristic has been defined as a process which at time t...
AbstractWe study critical branching random walks (BRWs) U(n) on Z+ where the displacement of an offs...
AbstractWe are interested in the genealogical structure of alleles for a Bienaymé–Galton–Watson bran...
A general branching process begins with a single individual born at time t=0. At random ages during ...
This thesis concerns critical branching random walks. We focus on supercritical (d ≥ 5 or higher) an...
AbstractA branching process counted by a random characteristic has been defined as a process which a...
Proceedings, pp. 582—597 In the paper a method for investigation of some functionals of branching st...
A general method is developed with which various theorems on the mean square convergence of function...
AbstractIn this paper we will obtain results concerning the distribution of generations and the degr...
AbstractA nonlinear counterpart of the key renewal theorem is proved for general critical branching ...
AbstractIn a branching random walk each family arrives equipped with its members' positions relative...
Cette thèse étudie des modèles de populations branchantes appelés arbres de ramification, dans lesqu...
AbstractA general branching process begins with a single individual born at time t=0. At random ages...
International audienceLet (Zn) n≥0 be a critical branching process in a random environment defined b...
AbstractLet Z(t) be the population at time t of a critical age-dependent branching process. Suppose ...
A branching process counted by a random characteristic has been defined as a process which at time t...
AbstractWe study critical branching random walks (BRWs) U(n) on Z+ where the displacement of an offs...
AbstractWe are interested in the genealogical structure of alleles for a Bienaymé–Galton–Watson bran...
A general branching process begins with a single individual born at time t=0. At random ages during ...
This thesis concerns critical branching random walks. We focus on supercritical (d ≥ 5 or higher) an...
AbstractA branching process counted by a random characteristic has been defined as a process which a...
Proceedings, pp. 582—597 In the paper a method for investigation of some functionals of branching st...
A general method is developed with which various theorems on the mean square convergence of function...
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