Götz Kersting

collaborators

2 papers

math.FA2022

Fubini's Theorem for Daniell Integrals

Götz Kersting, Gerhard Rompf

We show that in the theory of Daniell integration iterated integrals may always be formed, and the order of integration may always be interchanged. By this means, we discuss produc…

math.PR2020

The joint fluctuations of the lengths of the Beta $(2 - α, α)$ -coalescents

Matthias Birkner, Iulia Dahmer, Christina S. Diehl +1

We consider Beta $(2 - α, α)$ -coalescents with parameter range $1 < α < 2$ starting from $n$ leaves. The length $ℓ_{r}^{(n)}$ of order $r$ in the $n$ -Beta $(2 - α, α)$ -coalescent tree is d…

Fubini's Theorem for Daniell Integrals

The joint fluctuations of the lengths of the Beta(2−α,α)-coalescents

The joint fluctuations of the lengths of the Beta $(2 - α, α)$ -coalescents