Abstract. In this paper we study a special class of size dependent branching processes. We assume that for some positive integer K as long as the population ...
A Galton-Watson process with a threshold 621 jump from some k > K + 1 to 0 (with probability /?q). Using of the process (Z„)rtGN0, we embed a critical ...
In this paper we consider a special class of population-size-dependent branching processes, which can also be seen as an extension of Galton–Watson processes ...
In this paper we study a special class of size dependent branching processes. We assume that for some positive integer K as long as the population size does ...
In this paper we study a special class of size dependent branching processes. We assume that for some positive integer K as long as the population size does ...
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Abstract: This paper studies a special class of population-size-dependent branching processes, in which the offspring distribution is supercritical when the ...
In this paper we consider a special class of population-size-dependent branching processes, which can also be seen as an extension of Galton–Watson ...
Dec 7, 2022 · In this paper we study a special class of size dependent branching processes. We assume that for some positive integer K as long as the ...
Galton-Watson processes were introduced by Francis Galton in 1889 as a simple mathemat- ical model for the propagation of family names.
The value at which the giant cluster appear is called the percolation threshold, and of the main goals of the theory is to determine this value depending on the ...