[Yanev George P.; Янев Георги П.]This survey aims at collecting and presenting results for one-type, discrete time branching processes with random control functions. In particular, the subclass of critical migration processes with different regimes of immigration and emigration is reviewed in detail. Critical controlled branching processes with continuous state space are also discussed. 2010 Mathematics Subject Classification: 60J80
The notion of self-decomposability for N0-valued rv's as introduced by Steutel and van Harn [8] and ...
We consider a multitype branching process with immigration in a random environ-ment introduced by Ke...
Continuous state branching processes arise as rescaled limits of discrete branching ones. Those proc...
This survey aims at collecting and presenting results for one-type, discrete time branching processe...
The branching migration processes generalize the classical Bienaymé - Watson process allowing a migr...
Models of continuous-time branching process with both immigration and emigration are proposed
31 pages, 41 ref.International audienceWe consider the genealogical tree of a stationary continuous ...
31 pages, 41 ref.International audienceWe consider the genealogical tree of a stationary continuous ...
31 pages, 41 ref.International audienceWe consider the genealogical tree of a stationary continuous ...
AbstractWe study a genealogical model for continuous-state branching processes with immigration with...
We consider a multitype branching process with immigration in a ran-dom environment introduced by Ke...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued rv's as introduced by Steutel and van Harn [8] and ...
We consider a multitype branching process with immigration in a random environ-ment introduced by Ke...
Continuous state branching processes arise as rescaled limits of discrete branching ones. Those proc...
This survey aims at collecting and presenting results for one-type, discrete time branching processe...
The branching migration processes generalize the classical Bienaymé - Watson process allowing a migr...
Models of continuous-time branching process with both immigration and emigration are proposed
31 pages, 41 ref.International audienceWe consider the genealogical tree of a stationary continuous ...
31 pages, 41 ref.International audienceWe consider the genealogical tree of a stationary continuous ...
31 pages, 41 ref.International audienceWe consider the genealogical tree of a stationary continuous ...
AbstractWe study a genealogical model for continuous-state branching processes with immigration with...
We consider a multitype branching process with immigration in a ran-dom environment introduced by Ke...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued random variables as introduced by Steutel and van H...
The notion of self-decomposability for N0-valued rv's as introduced by Steutel and van Harn [8] and ...
We consider a multitype branching process with immigration in a random environ-ment introduced by Ke...
Continuous state branching processes arise as rescaled limits of discrete branching ones. Those proc...