DOIAbstract
AbstractA limit theorem is proven for the integral of a general class of population processes possessing independent immigration components. For the special case of the Bellman-Harris process with immigration, further results are obtained
AbstractA limit theorem is proven for the integral of a general class of population processes possessing independent immigration components. For the special case of the Bellman-Harris process with immigration, further results are obtained
International audienceAbstract A continuous-state branching process with immigration having branchin...
Abstract. We consider a branching process with Poissonian immigration where individuals have inherit...
AbstractA measure-valued process which carries genealogical information is defined for a supercritic...
AbstractA limit theorem is proven for the integral of a general class of population processes posses...
AbstractSome limit theorems are obtained for the population size of a critical Bienaymé-Galton-Watso...
[Slavtchova-Bojkova Maroussia N.; Славчова-Божкова Маруся Н.]; [Yanev Nickolay M.; Янев Николай М.]W...
AbstractThis paper considers a population process where individuals reproduce according to an age-de...
Functional limit theorems are established for continuous-state branching processes with immigration ...
AbstractConsider a population consisting of one type of individual living in a fixed region with are...
Este artículo considera un proceso de ramificación critico de Galton-Watson con inmigración, en el c...
In this paper, we consider a nearly critical branching process with immigration. We obtain the rate ...
AbstractWe derive the probability generating function for the general Bellman—Harris age dependent b...
AbstractMotivated by the statistical applications, the asymptotic behavior of certain functionals of...
Asymptotic behaviors of critical Gait on-Watson branching process with state-dependent immigration a...
In this paper, we consider nearly critical branching processes with immigration. We study the conver...
International audienceAbstract A continuous-state branching process with immigration having branchin...
Abstract. We consider a branching process with Poissonian immigration where individuals have inherit...
AbstractA measure-valued process which carries genealogical information is defined for a supercritic...
AbstractA limit theorem is proven for the integral of a general class of population processes posses...
AbstractSome limit theorems are obtained for the population size of a critical Bienaymé-Galton-Watso...
[Slavtchova-Bojkova Maroussia N.; Славчова-Божкова Маруся Н.]; [Yanev Nickolay M.; Янев Николай М.]W...
AbstractThis paper considers a population process where individuals reproduce according to an age-de...
Functional limit theorems are established for continuous-state branching processes with immigration ...
AbstractConsider a population consisting of one type of individual living in a fixed region with are...
Este artículo considera un proceso de ramificación critico de Galton-Watson con inmigración, en el c...
In this paper, we consider a nearly critical branching process with immigration. We obtain the rate ...
AbstractWe derive the probability generating function for the general Bellman—Harris age dependent b...
AbstractMotivated by the statistical applications, the asymptotic behavior of certain functionals of...
Asymptotic behaviors of critical Gait on-Watson branching process with state-dependent immigration a...
In this paper, we consider nearly critical branching processes with immigration. We study the conver...
International audienceAbstract A continuous-state branching process with immigration having branchin...
Abstract. We consider a branching process with Poissonian immigration where individuals have inherit...
AbstractA measure-valued process which carries genealogical information is defined for a supercritic...
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