1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.PR2022
Scaling limits for a class of regular -coalescents
Martin Möhle, Benedict Vetter
The block counting process with initial state counts the number of blocks of an exchangeable coalescent (-coalescent) restricted to a sample of size . This work provides…
math.PR2021
Scaling limits for the block counting process and the fixation line of a class of -coalescents
Martin Möhle, Benedict Vetter
We provide scaling limits for the block counting process and the fixation line of -coalescents as the initial state tends to infinity under the assumption that the measure $…
math.PR2020★ 1 cited
Asymptotics of continuous-time discrete state space branching processes for large initial state
Martin Möhle, Benedict Vetter
Scaling limits for continuous-time branching processes with discrete state space are provided as the initial state tends to infinity. Depending on the finiteness or non-finiteness…