1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.PR2024
Asymptotic behavior of some strongly critical decomposable 3-type Galton--Watson processes with immigration
Matyas Barczy, Dániel Bezdány
We study the asymptotic behavior of a critical decomposable 3-type Galton-Watson process with immigration when its offspring mean matrix is triangular with diagonal entries 1. It i…
math.PR2021★ 1 cited
Asymptotic behaviour of critical decomposable 2-type Galton-Watson processes with immigration
Matyas Barczy, Dániel Bezdány, Gyula Pap
In this paper the asymptotic behaviour of a critical 2-type Galton-Watson process with immigration is described when its offspring mean matrix is reducible, in other words, when th…
math.PR2021
A note on asymptotic behavior of critical Galton-Watson processes with immigration
Matyas Barczy, Dániel Bezdány, Gyula Pap
In this somewhat didactic note we give a detailed alternative proof of the known result due to Wei and Winnicki (1989) which states that under second order moment assumptions on th…