Add to ORKGGiven an IRd-valued supercritical branching Wiener process, let ψ(A, T) be the number of particles in A ⊂ IRd at time T, (T = 0, 1, 2,...). We provide a complete asymptotic expansion of ψ(A, T) as T →∞, generalizing the work of X. Chen ([2])
We study analytically the order and gap statistics of particles at time t for the one dimensional br...
AbstractWe treat the problem of finding asymptotic expansions for the variance of stopping times for...
This paper gives a derivation for the large time asymptotics of the n-point density function of a sy...
International audienceWe consider a supercritical branching process $(Z_n)$ in an independent and ...
AbstractWe generalize a result by Kozlov on large deviations of branching processes (Zn) in an i.i.d...
36 pages. In Appendices we recall some notions and statements from arXiv:1509.08869International aud...
Branching Processes in Random Environment (BPREs) (Zn: n ≥ 0) are the generalization of Galton-Watso...
Branching Processes in Random Environment (BPREs) (Zn: n ≥ 0) are the generalization of Galton-Watso...
International audienceLet (Zn) be a supercritical branching process in a random environment ξ = (ξn)...
AbstractWe give functional limit theorems for the fluctuations of the rescaled occupation time proce...
We consider two models of branching processes. The first model is a branching diffusion which underl...
Wachtel V, Denisov D, Korshunov D. On the asymptotics of the tail of distribution of a supercritical...
Let $(Z_n)$ be a supercritical branching process in an independent and identically distributed rando...
We give necessary and sufficient conditions for laws of large numbers to hold in L2 for the empirica...
We consider the process {x − N(t) : t ≥ 0}, where x ∈ R+ and {N(t) :t ≥ 0} is a renewal process with...
We study analytically the order and gap statistics of particles at time t for the one dimensional br...
AbstractWe treat the problem of finding asymptotic expansions for the variance of stopping times for...
This paper gives a derivation for the large time asymptotics of the n-point density function of a sy...
International audienceWe consider a supercritical branching process $(Z_n)$ in an independent and ...
AbstractWe generalize a result by Kozlov on large deviations of branching processes (Zn) in an i.i.d...
36 pages. In Appendices we recall some notions and statements from arXiv:1509.08869International aud...
Branching Processes in Random Environment (BPREs) (Zn: n ≥ 0) are the generalization of Galton-Watso...
Branching Processes in Random Environment (BPREs) (Zn: n ≥ 0) are the generalization of Galton-Watso...
International audienceLet (Zn) be a supercritical branching process in a random environment ξ = (ξn)...
AbstractWe give functional limit theorems for the fluctuations of the rescaled occupation time proce...
We consider two models of branching processes. The first model is a branching diffusion which underl...
Wachtel V, Denisov D, Korshunov D. On the asymptotics of the tail of distribution of a supercritical...
Let $(Z_n)$ be a supercritical branching process in an independent and identically distributed rando...
We give necessary and sufficient conditions for laws of large numbers to hold in L2 for the empirica...
We consider the process {x − N(t) : t ≥ 0}, where x ∈ R+ and {N(t) :t ≥ 0} is a renewal process with...
We study analytically the order and gap statistics of particles at time t for the one dimensional br...
AbstractWe treat the problem of finding asymptotic expansions for the variance of stopping times for...
This paper gives a derivation for the large time asymptotics of the n-point density function of a sy...