Central limit theorem for supercritical binary homogeneous Crump-Mode-Jagers processes


We consider a supercritical general branching population where the lifetimes of individuals are i.i.d. with arbitrary distribution and each individual gives birth to new individuals at Poisson times independently from each others. The population counting process of such population is a known as binary homogeneous Crump-Jargers-Mode process. It is known that… (More)


5 Figures and Tables

Slides referencing similar topics